<?xml version="1.0"?>
<article xmlns:mml="http://www.w3.org/1998/Math/MathML" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" article-type="research-article" dtd-version="1.2" xml:lang="en" xlink="http://www.w3.org/1999/xlink"><front><journal-meta><journal-id journal-id-type="publisher-id">&#x413;&#x435;&#x43E;&#x43B;&#x43E;&#x433;&#x438;&#x44F; &#x438; &#x413;&#x435;&#x43E;&#x444;&#x438;&#x437;&#x438;&#x43A;&#x430; &#x42E;&#x433;&#x430; &#x420;&#x43E;&#x441;&#x441;&#x438;&#x438;</journal-id><journal-title-group><journal-title>&#x413;&#x435;&#x43E;&#x43B;&#x43E;&#x433;&#x438;&#x44F; &#x438; &#x413;&#x435;&#x43E;&#x444;&#x438;&#x437;&#x438;&#x43A;&#x430; &#x42E;&#x433;&#x430; &#x420;&#x43E;&#x441;&#x441;&#x438;&#x438;</journal-title></journal-title-group><issn publication-format="print">2221-3198</issn><publisher><publisher-name>&#x424;&#x435;&#x434;&#x435;&#x440;&#x430;&#x43B;&#x44C;&#x43D;&#x43E;&#x435; &#x433;&#x43E;&#x441;&#x443;&#x434;&#x430;&#x440;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x43E;&#x435; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442;&#x43D;&#x43E;&#x435; &#x443;&#x447;&#x440;&#x435;&#x436;&#x434;&#x435;&#x43D;&#x438;&#x435; &#x43D;&#x430;&#x443;&#x43A;&#x438; &#x424;&#x435;&#x434;&#x435;&#x440;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x439; &#x43D;&#x430;&#x443;&#x447;&#x43D;&#x44B;&#x439; &#x446;&#x435;&#x43D;&#x442;&#x440;  "&#x412;&#x43B;&#x430;&#x434;&#x438;&#x43A;&#x430;&#x432;&#x43A;&#x430;&#x437;&#x441;&#x43A;&#x438;&#x439; &#x43D;&#x430;&#x443;&#x447;&#x43D;&#x44B;&#x439; &#x446;&#x435;&#x43D;&#x442;&#x440; &#x420;&#x43E;&#x441;&#x441;&#x438;&#x439;&#x441;&#x43A;&#x43E;&#x439; &#x430;&#x43A;&#x430;&#x434;&#x435;&#x43C;&#x438;&#x438; &#x43D;&#x430;&#x443;&#x43A;"</publisher-name></publisher></journal-meta><article-meta><article-id pub-id-type="publisher-id">1133</article-id><article-id pub-id-type="doi">10.46698/VNC.2025.99.31.009</article-id><article-categories><subj-group subj-group-type="heading"><subject>&#x413;&#x435;&#x43E;&#x444;&#x438;&#x437;&#x438;&#x43A;&#x430;</subject></subj-group></article-categories><title-group><article-title>&#x41A;&#x43B;&#x430;&#x441;&#x442;&#x435;&#x440;&#x43D;&#x44B;&#x439; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x437; &#x43C;&#x435;&#x436;&#x434;&#x443;&#x43D;&#x430;&#x440;&#x43E;&#x434;&#x43D;&#x43E;&#x433;&#x43E; &#x441;&#x435;&#x439;&#x441;&#x43C;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x43E;&#x433;&#x43E; &#x43A;&#x430;&#x442;&#x430;&#x43B;&#x43E;&#x433;&#x430; &#x43F;&#x43E; &#x410;&#x437;&#x435;&#x440;&#x431;&#x430;&#x439;&#x434;&#x436;&#x430;&#x43D;&#x443;  &#x437;&#x430; 100-&#x43B;&#x435;&#x442;&#x43D;&#x438;&#x439; &#x43F;&#x435;&#x440;&#x438;&#x43E;&#x434;</article-title></title-group><contrib-group><contrib contrib-type="author"><name name-style="eastern" xml:lang="en"><surname>&#x411;&#x430;&#x431;&#x430;&#x435;&#x432;</surname><given-names>&#x422;.&#x425;.</given-names></name><xref ref-type="aff" rid="aff-aff-1"/></contrib><contrib contrib-type="author"><name name-style="eastern" xml:lang="en"><surname>&#x410;&#x43B;&#x438;&#x435;&#x432;</surname><given-names>&#x42F;.&#x41D;.</given-names></name><xref ref-type="aff" rid="aff-aff-1"/></contrib><contrib contrib-type="author"><name name-style="eastern" xml:lang="en"><surname>&#x411;&#x430;&#x431;&#x430;&#x435;&#x432;</surname><given-names>&#x413;.&#x420;.</given-names></name><xref ref-type="aff" rid="aff-aff-1"/></contrib></contrib-group><aff id="aff-aff-1">&#x41C;&#x438;&#x43D;&#x438;&#x441;&#x442;&#x435;&#x440;&#x441;&#x442;&#x432;&#x43E; &#x43D;&#x430;&#x443;&#x43A;&#x438; &#x438; &#x43E;&#x431;&#x440;&#x430;&#x437;&#x43E;&#x432;&#x430;&#x43D;&#x438;&#x44F; &#x410;&#x437;&#x435;&#x440;&#x431;&#x430;&#x439;&#x434;&#x436;&#x430;&#x43D;&#x441;&#x43A;&#x43E;&#x439; &#x420;&#x435;&#x441;&#x43F;&#x443;&#x431;&#x43B;&#x438;&#x43A;&#x438;, &#x418;&#x43D;&#x441;&#x442;&#x438;&#x442;&#x443;&#x442; &#x433;&#x435;&#x43E;&#x43B;&#x43E;&#x433;&#x438;&#x438; &#x438; &#x433;&#x435;&#x43E;&#x444;&#x438;&#x437;&#x438;&#x43A;&#x438;, &#x420;&#x435;&#x441;&#x43F;&#x443;&#x431;&#x43B;&#x438;&#x43A;&#x430; &#x410;&#x437;&#x435;&#x440;&#x431;&#x430;&#x439;&#x434;&#x436;&#x430;&#x43D;, AZ1143, &#x411;&#x430;&#x43A;&#x443;, &#x43F;&#x440;. &#x413;. &#x414;&#x436;&#x430;&#x432;&#x438;&#x434;&#x430; 119</aff><pub-date date-type="pub" iso-8601-date="2025-03-24" publication-format="electronic"><day>24</day><month>03</month><year>2025</year></pub-date><issue>1</issue><fpage>105</fpage><lpage>118</lpage><permissions><copyright-statement>Copyright (c) 2024 &#x413;&#x435;&#x43E;&#x43B;&#x43E;&#x433;&#x438;&#x44F; &#x438; &#x433;&#x435;&#x43E;&#x444;&#x438;&#x437;&#x438;&#x43A;&#x430; &#x42E;&#x433;&#x430; &#x420;&#x43E;&#x441;&#x441;&#x438;&#x438;</copyright-statement><copyright-year>2024</copyright-year><copyright-holder>&#x413;&#x435;&#x43E;&#x43B;&#x43E;&#x433;&#x438;&#x44F; &#x438; &#x433;&#x435;&#x43E;&#x444;&#x438;&#x437;&#x438;&#x43A;&#x430; &#x42E;&#x433;&#x430; &#x420;&#x43E;&#x441;&#x441;&#x438;&#x438;</copyright-holder></permissions><self-uri href="https://geosouth.ru/article/view/1133"/><abstract>&lt;p&gt;&#x410;&#x43A;&#x442;&#x443;&#x430;&#x43B;&#x44C;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x44B;. &#x422;&#x435;&#x440;&#x440;&#x438;&#x442;&#x43E;&#x440;&#x438;&#x44F; &#x410;&#x437;&#x435;&#x440;&#x431;&#x430;&#x439;&#x434;&#x436;&#x430;&#x43D;&#x430; &#x442;&#x435;&#x43A;&#x442;&#x43E;&#x43D;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x438; &#x440;&#x430;&#x441;&#x43F;&#x43E;&#x43B;&#x43E;&#x436;&#x435;&#x43D;&#x430; &#x432; &#x437;&#x43E;&#x43D;&#x435; &#x441;&#x442;&#x43E;&#x43B;&#x43A;&#x43D;&#x43E;&#x432;&#x435;&#x43D;&#x438;&#x44F; &#x410;&#x440;&#x430;&#x432;&#x438;&#x439;&#x441;&#x43A;&#x43E;&#x439; &#x438; &#x415;&#x432;&#x440;&#x430;&#x437;&#x438;&#x439;&#x441;&#x43A;&#x43E;&#x439; &#x43F;&#x43B;&#x438;&#x442;. &#x412; &#x441;&#x432;&#x44F;&#x437;&#x438; &#x441; &#x44D;&#x442;&#x43E;&#x439; &#x43A;&#x43E;&#x43B;&#x43B;&#x438;&#x437;&#x438;&#x43E;&#x43D;&#x43D;&#x43E;&#x439; &#x430;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x44C;&#x44E; &#x441;&#x435;&#x439;&#x441;&#x43C;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x430;&#x44F; &#x43A;&#x430;&#x440;&#x442;&#x438;&#x43D;&#x430; &#x440;&#x435;&#x433;&#x438;&#x43E;&#x43D;&#x430; &#x445;&#x430;&#x440;&#x430;&#x43A;&#x442;&#x435;&#x440;&#x438;&#x437;&#x443;&#x435;&#x442;&#x441;&#x44F; &#x432;&#x43E;&#x437;&#x43D;&#x438;&#x43A;&#x43D;&#x43E;&#x432;&#x435;&#x43D;&#x438;&#x435;&#x43C; &#x447;&#x430;&#x441;&#x442;&#x44B;&#x445; &#x443;&#x43C;&#x435;&#x440;&#x435;&#x43D;&#x43D;&#x44B;&#x445; &#x438; &#x43F;&#x43E;&#x440;&#x43E;&#x44E; &#x441;&#x438;&#x43B;&#x44C;&#x43D;&#x44B;&#x445; &#x437;&#x435;&#x43C;&#x43B;&#x435;&#x442;&#x440;&#x44F;&#x441;&#x435;&#x43D;&#x438;&#x439;. &#x41C;&#x435;&#x442;&#x43E;&#x434;&#x44B; &#x438;&#x441;&#x441;&#x43B;&#x435;&#x434;&#x43E;&#x432;&#x430;&#x43D;&#x438;&#x44F;. &#x412; &#x434;&#x430;&#x43D;&#x43D;&#x43E;&#x43C; &#x438;&#x441;&#x441;&#x43B;&#x435;&#x434;&#x43E;&#x432;&#x430;&#x43D;&#x438;&#x438; &#x431;&#x44B;&#x43B; &#x438;&#x441;&#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x43D; &#x43A;&#x430;&#x442;&#x430;&#x43B;&#x43E;&#x433; &#x41C;&#x435;&#x436;&#x434;&#x443;&#x43D;&#x430;&#x440;&#x43E;&#x434;&#x43D;&#x43E;&#x433;&#x43E; &#x421;&#x435;&#x439;&#x441;&#x43C;&#x43E;&#x43B;&#x43E;&#x433;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x43E;&#x433;&#x43E; &#x426;&#x435;&#x43D;&#x442;&#x440;&#x430; (ISC) &#x43F;&#x43E; &#x410;&#x437;&#x435;&#x440;&#x431;&#x430;&#x439;&#x434;&#x436;&#x430;&#x43D;&#x443;, &#x432;&#x43A;&#x43B;&#x44E;&#x447;&#x430;&#x44F; &#x441;&#x43E;&#x441;&#x435;&#x434;&#x43D;&#x438;&#x435; &#x442;&#x435;&#x440;&#x440;&#x438;&#x442;&#x43E;&#x440;&#x438;&#x438; &#x438; &#x43F;&#x440;&#x438;&#x43B;&#x435;&#x433;&#x430;&#x44E;&#x449;&#x443;&#x44E; &#x430;&#x43A;&#x432;&#x430;&#x442;&#x43E;&#x440;&#x438;&#x44E; &#x41A;&#x430;&#x441;&#x43F;&#x438;&#x439;&#x441;&#x43A;&#x43E;&#x433;&#x43E; &#x43C;&#x43E;&#x440;&#x44F;. &#x41F;&#x440;&#x43E;&#x432;&#x435;&#x434;&#x435;&#x43D; &#x43A;&#x43B;&#x430;&#x441;&#x442;&#x435;&#x440;&#x43D;&#x44B;&#x439; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x437; &#x43A;&#x430;&#x442;&#x430;&#x43B;&#x43E;&#x433;&#x430; &#x432; &#x441;&#x43E;&#x43E;&#x442;&#x432;&#x435;&#x442;&#x441;&#x442;&#x432;&#x438;&#x438; &#x441; &#x441;&#x443;&#x449;&#x435;&#x441;&#x442;&#x432;&#x443;&#x44E;&#x449;&#x438;&#x43C;&#x438; &#x448;&#x435;&#x441;&#x442;&#x44C;&#x44E; &#x442;&#x435;&#x43A;&#x442;&#x43E;&#x43D;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x438;&#x43C;&#x438; &#x43C;&#x435;&#x433;&#x430;&#x437;&#x43E;&#x43D;&#x430;&#x43C;&#x438; &#x410;&#x437;&#x435;&#x440;&#x431;&#x430;&#x439;&#x434;&#x436;&#x430;&#x43D;&#x430;. &#x426;&#x435;&#x43B;&#x44C;&#x44E; &#x438;&#x441;&#x441;&#x43B;&#x435;&#x434;&#x43E;&#x432;&#x430;&#x43D;&#x438;&#x44F; &#x44F;&#x432;&#x43B;&#x44F;&#x435;&#x442;&#x441;&#x44F; &#x43E;&#x446;&#x435;&#x43D;&#x43A;&#x430; &#x443;&#x440;&#x43E;&#x432;&#x43D;&#x44F; &#x441;&#x435;&#x439;&#x441;&#x43C;&#x438;&#x447;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x442;&#x435;&#x440;&#x440;&#x438;&#x442;&#x43E;&#x440;&#x438;&#x438; &#x410;&#x437;&#x435;&#x440;&#x431;&#x430;&#x439;&#x434;&#x436;&#x430;&#x43D;&#x430; &#x43F;&#x43E; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x43C; &#x43C;&#x435;&#x436;&#x434;&#x443;&#x43D;&#x430;&#x440;&#x43E;&#x434;&#x43D;&#x43E;&#x433;&#x43E; &#x43A;&#x430;&#x442;&#x430;&#x43B;&#x43E;&#x433;&#x430; &#x437;&#x435;&#x43C;&#x43B;&#x435;&#x442;&#x440;&#x44F;&#x441;&#x435;&#x43D;&#x438;&#x439; &#x441; 1926 &#x43F;&#x43E; 2022 &#x433;&#x43E;&#x434;&#x44B;. &#x420;&#x435;&#x437;&#x443;&#x43B;&#x44C;&#x442;&#x430;&#x442;&#x44B;. &#x41E;&#x446;&#x435;&#x43D;&#x435;&#x43D;&#x44B; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x438; &#x441;&#x435;&#x439;&#x441;&#x43C;&#x438;&#x447;&#x43D;&#x43E;&#x441;&#x442;&#x438;, &#x442;&#x430;&#x43A;&#x438;&#x435; &#x43A;&#x430;&#x43A; &#x43F;&#x430;&#x440;&#x430;&#x43C;&#x435;&#x442;&#x440;&#x44B; a &#x438; b &#x432; &#x437;&#x430;&#x43A;&#x43E;&#x43D;&#x435; &#x413;&#x443;&#x442;&#x435;&#x43D;&#x431;&#x435;&#x440;&#x433;&#x430;-&#x420;&#x438;&#x445;&#x442;&#x435;&#x440;&#x430; &#x434;&#x43B;&#x44F; &#x43A;&#x430;&#x436;&#x434;&#x43E;&#x433;&#x43E; &#x43A;&#x43B;&#x430;&#x441;&#x442;&#x435;&#x440;&#x430;. &#x41F;&#x440;&#x43E;&#x432;&#x435;&#x440;&#x435;&#x43D;&#x430; &#x434;&#x43E;&#x441;&#x442;&#x43E;&#x432;&#x435;&#x440;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x437;&#x43D;&#x430;&#x447;&#x435;&#x43D;&#x438;&#x439;, &#x43E;&#x446;&#x435;&#x43D;&#x438;&#x432;&#x430;&#x44F; &#x441;&#x442;&#x435;&#x43F;&#x435;&#x43D;&#x44C; &#x43D;&#x435;&#x43E;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x435;&#x43D;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x43C;&#x430;&#x43A;&#x441;&#x438;&#x43C;&#x430;&#x43B;&#x44C;&#x43D;&#x43E;&#x439; &#x43C;&#x430;&#x433;&#x43D;&#x438;&#x442;&#x443;&#x434;&#x44B;. &#x411;&#x44B;&#x43B;&#x430; &#x43E;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x435;&#x43D;&#x430; &#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x43D;&#x430; &#x43F;&#x440;&#x435;&#x434;&#x441;&#x442;&#x430;&#x432;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x43E;&#x439; &#x43C;&#x430;&#x433;&#x43D;&#x438;&#x442;&#x443;&#x434;&#x44B; Mc &#x2265; 4 &#x434;&#x43B;&#x44F; &#x43A;&#x43B;&#x430;&#x441;&#x442;&#x435;&#x440;&#x43E;&#x432; c &#x438;&#x43D;&#x442;&#x435;&#x440;&#x432;&#x430;&#x43B;&#x43E;&#x43C; &#x432; 0,1 &#x434;&#x43B;&#x44F; &#x43A;&#x430;&#x436;&#x434;&#x43E;&#x433;&#x43E; &#x43A;&#x43B;&#x430;&#x441;&#x442;&#x435;&#x440;&#x430;. &#x421;&#x430;&#x43C;&#x44B;&#x435; &#x432;&#x44B;&#x441;&#x43E;&#x43A;&#x438;&#x435; &#x437;&#x43D;&#x430;&#x447;&#x435;&#x43D;&#x438;&#x44F; &#x43F;&#x430;&#x440;&#x430;&#x43C;&#x435;&#x442;&#x440;&#x43E;&#x432; a &#x438; b &#x43D;&#x430;&#x431;&#x43B;&#x44E;&#x434;&#x430;&#x44E;&#x442;&#x441;&#x44F; &#x432; &#x43A;&#x43B;&#x430;&#x441;&#x442;&#x435;&#x440;&#x435; I (&#x413;&#x443;&#x441;&#x430;&#x440;-&#x428;&#x430;&#x431;&#x440;&#x430;&#x43D; &#x438; &#x43F;&#x440;&#x438;&#x43B;&#x435;&#x433;&#x430;&#x44E;&#x449;&#x430;&#x44F; &#x430;&#x43A;&#x432;&#x430;&#x442;&#x43E;&#x440;&#x438;&#x44F;) &#x438; &#x432; &#x43A;&#x43B;&#x430;&#x441;&#x442;&#x435;&#x440;&#x435; VI (&#x422;&#x430;&#x43B;&#x44B;&#x448;&#x441;&#x43A;&#x438;&#x435; &#x433;&#x43E;&#x440;&#x44B; &#x438; &#x43F;&#x440;&#x438;&#x43B;&#x435;&#x433;&#x430;&#x44E;&#x449;&#x430;&#x44F; &#x430;&#x43A;&#x432;&#x430;&#x442;&#x43E;&#x440;&#x438;&#x44F;). &#x417;&#x43D;&#x430;&#x447;&#x435;&#x43D;&#x438;&#x44F; &#x43F;&#x430;&#x440;&#x430;&#x43C;&#x435;&#x442;&#x440;&#x430; a &#x438; b &#x434;&#x43B;&#x44F; &#x43A;&#x43B;&#x430;&#x441;&#x442;&#x435;&#x440;&#x430; I &#x441;&#x43E;&#x441;&#x442;&#x430;&#x432;&#x43B;&#x44F;&#x44E;&#x442; 6,97 &#x438; 1,16 &#x441;&#x43E;&#x43E;&#x442;&#x432;&#x435;&#x442;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x43E;, &#x430; &#x434;&#x43B;&#x44F; &#x43A;&#x43B;&#x430;&#x441;&#x442;&#x435;&#x440;&#x430; VI &#x2013; 11,89 &#x438; 2,17, &#x441;&#x43E;&#x43E;&#x442;&#x432;&#x435;&#x442;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x43E;. &#x41A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x437;&#x435;&#x43C;&#x43B;&#x435;&#x442;&#x440;&#x44F;&#x441;&#x435;&#x43D;&#x438;&#x439; &#x441; &#x43C;&#x430;&#x433;&#x43D;&#x438;&#x442;&#x443;&#x434;&#x43E;&#x439;, &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435;&#x439; &#x438; &#x440;&#x430;&#x432;&#x43D;&#x43E;&#x439; &#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x43D;&#x435; &#x43F;&#x440;&#x435;&#x434;&#x441;&#x442;&#x430;&#x432;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x43E;&#x439; &#x43C;&#x430;&#x433;&#x43D;&#x438;&#x442;&#x443;&#x434;&#x44B; &#x434;&#x43B;&#x44F; &#x43A;&#x43B;&#x430;&#x441;&#x442;&#x435;&#x440;&#x43E;&#x432; I &#x438; VI &#x441;&#x43E;&#x441;&#x442;&#x430;&#x432;&#x43B;&#x44F;&#x435;&#x442; 213 &#x438; 30, &#x441;&#x43E;&#x43E;&#x442;&#x432;&#x435;&#x442;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x43E;. &#x414;&#x43B;&#x44F; &#x43A;&#x43B;&#x430;&#x441;&#x442;&#x435;&#x440;&#x43E;&#x432; II, III, IV, V &#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x437;&#x435;&#x43C;&#x43B;&#x435;&#x442;&#x440;&#x44F;&#x441;&#x435;&#x43D;&#x438;&#x439; (M &#x2265; Mc) &#x441;&#x43E;&#x441;&#x442;&#x430;&#x432;&#x43B;&#x44F;&#x435;&#x442; 399, 115, 318, 503, &#x441;&#x43E;&#x43E;&#x442;&#x432;&#x435;&#x442;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x43E;. &#x412;&#x44B;&#x432;&#x43E;&#x434;&#x44B;. &#x422;&#x430;&#x43A;&#x438;&#x43C; &#x43E;&#x431;&#x440;&#x430;&#x437;&#x43E;&#x43C;, &#x441; &#x443;&#x447;&#x435;&#x442;&#x43E;&#x43C; &#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x430; &#x437;&#x435;&#x43C;&#x43B;&#x435;&#x442;&#x440;&#x44F;&#x441;&#x435;&#x43D;&#x438;&#x439; &#x43E;&#x446;&#x435;&#x43D;&#x43E;&#x447;&#x43D;&#x430;&#x44F; &#x441;&#x435;&#x439;&#x441;&#x43C;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x430;&#x44F; &#x430;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x434;&#x43B;&#x44F; &#x43A;&#x430;&#x436;&#x434;&#x43E;&#x433;&#x43E; &#x442;&#x435;&#x43A;&#x442;&#x43E;&#x43D;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x43E;&#x433;&#x43E; &#x441;&#x435;&#x433;&#x43C;&#x435;&#x43D;&#x442;&#x430; &#x445;&#x430;&#x440;&#x430;&#x43A;&#x442;&#x435;&#x440;&#x438;&#x437;&#x443;&#x435;&#x442;&#x441;&#x44F; &#x43C;&#x430;&#x433;&#x43D;&#x438;&#x442;&#x443;&#x434;&#x43E;&#x439; M &gt; 3,8.&lt;/p&gt;</abstract><kwd-group xml:lang="en"><kwd>&#x410;&#x437;&#x435;&#x440;&#x431;&#x430;&#x439;&#x434;&#x436;&#x430;&#x43D;</kwd><kwd>&#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x438; &#x441;&#x435;&#x439;&#x441;&#x43C;&#x438;&#x447;&#x43D;&#x43E;&#x441;&#x442;&#x438;</kwd><kwd>&#x43F;&#x430;&#x440;&#x430;&#x43C;&#x435;&#x442;&#x440; a</kwd><kwd>&#x43F;&#x430;&#x440;&#x430;&#x43C;&#x435;&#x442;&#x440; b</kwd><kwd>&#x43D;&#x435;&#x43E;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x435;&#x43D;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x43C;&#x430;&#x43A;&#x441;&#x438;&#x43C;&#x430;&#x43B;&#x44C;&#x43D;&#x43E;&#x439; &#x43C;&#x430;&#x433;&#x43D;&#x438;&#x442;&#x443;&#x434;&#x44B;</kwd><kwd>&#x43F;&#x440;&#x435;&#x434;&#x441;&#x442;&#x430;&#x432;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x430;&#x44F; &#x43C;&#x430;&#x433;&#x43D;&#x438;&#x442;&#x443;&#x434;&#x430;</kwd></kwd-group><kwd-group xml:lang="en"><kwd>Azerbaijan</kwd><kwd>seismicity indicators</kwd><kwd>a-value</kwd><kwd>b-value</kwd><kwd>maximum magnitude uncertainty</kwd><kwd>magnitude of completeness</kwd></kwd-group></article-meta></front><body>&lt;p&gt;Introduction&lt;/p&gt;
&lt;p&gt;Azerbaijan&#x2019;s seismicity is primarily driven by its location within the tectonically
        active region, where the Eurasian and Arabian plates are in continuous continent-continent
        collision, resulting in significant crustal deformation [Kangarli et al., 2022]. This interaction
        generates a complex seismic pattern characterized by frequent moderate and occasional strong
        earthquakes. The tectonic compression and faulting associated with this convergence give rise to a series of
        active fault systems, most notably the Greater Caucasus thrust and the Lesser Caucasus fault zones, both of
        which are major contributors to the seismic hazard in the region [Zonenshain, Savostin, 1979].&lt;/p&gt;
&lt;p&gt;Continuous seismic monitoring plays a crucial role in understanding the seismic behavior of
    Azerbaijan. The region experiences frequent tectonic activity due to the interaction of Africa&#x2013;Arabia&#x2013;Eurasia Plate
    System of which the activity is monitored by geodetic observations [Kadirov et al., 2024]. The seismicity in
    Azerbaijan related to these structural movements is characterized to be high [Kangarli et al., 2022; Khain, 2001;
    Azizbekov, 1968].&lt;/p&gt;
&lt;p&gt;The aim of this study is the utilization of international catalogue in estimation of the seismic
        level of Azerbaijan in terms of seismicity indicators. The 1926 to 2022 international catalog was analyzed in
        terms of a- and b-values and the validity of a- and b-values estimations was checked with maximum magnitude uncertainty
        which all together are called as seismicity indicators [Ommi, Hashemi, 2024].&lt;/p&gt;
&lt;p&gt;Study Area. Azerbaijan&lt;/p&gt;
&lt;p&gt;Geotectonics&lt;/p&gt;
&lt;p&gt;Azerbaijan is laid on 6 tectonic structures: Samur (Gusar) &#x2013; Devechi
        (Shabran), Eastern Greater Caucasus, Kur depression, Outer Lesser Caucasus, Inner Lesser Caucasus, Talysh
        Mountains [Alizadeh et al., 2016]. Samur-Devechi and Eastern Greater Caucasus megazones are part of
        the Greater Caucasus Fold-Mountain System. Eastern Greater Caucasus megazone consists of southern
        and southeastern slopes. Zagatala, Sheki, Lahich regions are included to the southern slope while the Bazarduzu,
        Shakhnabad-Khizi, Shakhdagh, Tengi-Beshbarmag, Shamakhi, Gobustan, Absheron regions are part of the southeastern
        slope. Kur depression is divided into Ganykh-Airichay valley, Jeiranchel-Ajinour submountain region, Kur-Araz
        depression, Pre-Lesser Caucasus sloping plain. Outer Lesser Caucasus and Inner Lesser Caucasus are the megazones
        of the Lesser Caucasus. The Outer Lesser Caucasus is divided into northeastern slope, eastern
        slope, southwestern slope while the Inner Lesser Caucasus megazone consists of Garabagh volcanic
        upland, Near-Araz ridges, Nakhchivan (Middle Araz) depression (fig. 1)[Alizadeh et
    al., 2016].&lt;/p&gt;

&lt;p&gt;Fig. 1. Geomorphology map of Azerbaijan [Alizadeh et al., 2016].&lt;/p&gt;
&lt;p&gt;Note: The legend of the map is given in table 1&lt;/p&gt;
&lt;p&gt;Table 1&lt;/p&gt;
&lt;p&gt;The legend of the Figure 1&lt;/p&gt;

                &lt;p&gt;Province&lt;/p&gt;
            
            
                &lt;p&gt;Region&lt;/p&gt;
            
            
                &lt;p&gt;Subregion&lt;/p&gt;
            
            
                &lt;p&gt;District&lt;/p&gt;
            
        
                &lt;p&gt;1&lt;/p&gt;
            
            
                &lt;p&gt;2&lt;/p&gt;
            
            
                &lt;p&gt;3&lt;/p&gt;
            
            
                &lt;p&gt;4&lt;/p&gt;
            
        
                &lt;p&gt;The
                        Crimean-Caucasian Mountain Land&lt;/p&gt;
            
        
                &lt;p&gt;Piedmont depressions and uplands&lt;/p&gt;
            
            
                &lt;p&gt;I
                        Samur-Devechi (Shabran)&lt;/p&gt;
            
            
                
            
            
                &lt;p&gt;1. Samur-Devechi lowland&lt;/p&gt;
                &lt;p&gt;2. Gusar sloping plain&lt;/p&gt;
            
        
                &lt;p&gt;The
                        Greater Caucasus&lt;/p&gt;
            
            
                &lt;p&gt;II Eastern Greater Caucasus&lt;/p&gt;
            
            
                &lt;p&gt;II1 Southern slope&lt;/p&gt;
            
            
                &lt;p&gt;3. Zagatala&lt;/p&gt;
                &lt;p&gt;4. Sheki&lt;/p&gt;
                &lt;p&gt;5.
                        Lagich&lt;/p&gt;
            
        
                
            
            
                
            
            
                &lt;p&gt;II2 Southeastern slope&lt;/p&gt;
            
            
                &lt;p&gt;6. Bazardyuzyu&lt;/p&gt;
                &lt;p&gt;7. Shakhnabad-Khizi&lt;/p&gt;
                &lt;p&gt;8. Shakhdagh&lt;/p&gt;
                &lt;p&gt;9. Tengi-Beshbarmag&lt;/p&gt;
                &lt;p&gt;10. Dyubrar&lt;/p&gt;
                &lt;p&gt;11. Shamakhy&lt;/p&gt;
                &lt;p&gt;12. Gobustan&lt;/p&gt;
                &lt;p&gt;13. Absheron&lt;/p&gt;
            
        
                &lt;p&gt;South
                        Caucasian depression&lt;/p&gt;
            
            
                &lt;p&gt;III Kur depression&lt;/p&gt;
            
            
                &lt;p&gt;III1 Ganykh-Airichay valley&lt;/p&gt;
            
            
                &lt;p&gt;14. Ganykh&lt;/p&gt;
                &lt;p&gt;15.
                        Ismailly&lt;/p&gt;
            
        
                
            
            
                
            
            
                &lt;p&gt;III2 Jeiranchel-Ajinour submountain region
                &lt;/p&gt;
            
            
                &lt;p&gt;16. Jeiranchel&lt;/p&gt;
                &lt;p&gt;17. Ajinour&lt;/p&gt;
                &lt;p&gt;18. Lengebiz-Alyat&lt;/p&gt;
                &lt;p&gt;19.
                        Kharamy&lt;/p&gt;
            
        
                
            
            
                
            
            
                &lt;p&gt;III3 Kur-Araz depression&lt;/p&gt;
            
            
                &lt;p&gt;20. Shirvan plain&lt;/p&gt;
                &lt;p&gt;21. Southeastern Shirvan&lt;/p&gt;
                &lt;p&gt;22. Near-Kur plain&lt;/p&gt;
                &lt;p&gt;23. Mughan plain&lt;/p&gt;
                &lt;p&gt;24.
                        Salyan plain&lt;/p&gt;
            
        
                
            
            
                
            
            
                &lt;p&gt;III4 Pre-Lesser Caucasus sloping plain&lt;/p&gt;
            
            
                &lt;p&gt;25. Ganja-Gazakh plain&lt;/p&gt;
                &lt;p&gt;26. Garabagh plain&lt;/p&gt;
                &lt;p&gt;27. Mil plain&lt;/p&gt;
            
        
                &lt;p&gt;Western Asian Highlands&lt;/p&gt;
            
        
                &lt;p&gt;The Lesser Caucasus&lt;/p&gt;
            
            
                &lt;p&gt;IV Outer western ridges&lt;/p&gt;
            
            
                &lt;p&gt;IV1 Northeastern slope&lt;/p&gt;
            
            
                &lt;p&gt;28. Agstafa&lt;/p&gt;
                &lt;p&gt;29. Shamkir&lt;/p&gt;
                &lt;p&gt;30. Dashkesan-Agjakend&lt;/p&gt;
                &lt;p&gt;31. Shakhdagh&lt;/p&gt;
                &lt;p&gt;32.
                        Murovdagh&lt;/p&gt;
            
        
                
            
            
                
            
            
                &lt;p&gt;IV2 Eastern slope&lt;/p&gt;
            
            
                &lt;p&gt;33.
                        Lower Araz&lt;/p&gt;
            
        
                
            
            
                
            
            
                &lt;p&gt;IV3 Southwestern slope&lt;/p&gt;
            
            
                &lt;p&gt;34. Kelbajar&lt;/p&gt;
                &lt;p&gt;35. Mykhteken&lt;/p&gt;
                &lt;p&gt;36.
                        Kharmin&lt;/p&gt;
            
        
                
            
            
                &lt;p&gt;V Inner Lesser Caucasus&lt;/p&gt;
            
            
                &lt;p&gt;V1 Garabagh volcanic upland&lt;/p&gt;
            
            
                &lt;p&gt;37. Gyzylbogaz-Ishygly&lt;/p&gt;
                &lt;p&gt;38. Alagel-Chalbayir&lt;/p&gt;
                &lt;p&gt;39. East Goycha&lt;/p&gt;
                &lt;p&gt;40.
                        Yazyn&lt;/p&gt;
            
        
                
            
            
                
            
            
                &lt;p&gt;V2 Near-Araz ridges&lt;/p&gt;
            
            
                &lt;p&gt;41. Daralagez&lt;/p&gt;
                &lt;p&gt;42. Zangazur&lt;/p&gt;
                &lt;p&gt;43.
                        Bargushad&lt;/p&gt;
            
        
                
            
            
                
            
            
                &lt;p&gt;V3 Nakhchivan (Middle Araz) depression&lt;/p&gt;
            
            
                &lt;p&gt;44. Sharur&lt;/p&gt;
                &lt;p&gt;45. Negram&lt;/p&gt;
                &lt;p&gt;46.
                        Ordubad&lt;/p&gt;
            
        
                
            
            
                &lt;p&gt;VI Talysh Mts.&lt;/p&gt;
            
            
                
            
            
                &lt;p&gt;47. Lenkaran lowland&lt;/p&gt;
                &lt;p&gt;48. Burovar ridge&lt;/p&gt;
                &lt;p&gt;49. Yardymly&lt;/p&gt;
                &lt;p&gt;50. Peshtasar ridge&lt;/p&gt;
                &lt;p&gt;51. Zuvand&lt;/p&gt;
                &lt;p&gt;52. Talysh&lt;/p&gt;
            
        
&lt;p&gt;The Samur-Devechi and Kur structures are mostly covered with Quaternary rocks. The significant
        part of Inner Lesser Caucasus and Talysh mountains contain Paleogene volcanic-sedimentary rocks. Inner Lesser
        Caucasus also contains Devonian, Cretaceous, Neogene, Quaternary rocks, while Outer Lesser Caucasus contains
        mostly Jurassic and Cretaceous rocks. The Eastern Greater Caucasus range features a diverse
        geological composition, including Jurassic, Cretaceous, Paleogene, and Neogene rocks, along with
        slight Quaternary formations [Alizadeh et al., 2016].&lt;/p&gt;

&lt;p&gt;Geodynamics&lt;/p&gt;
&lt;p&gt;GPS measurements are necessary for studying crustal deformations. The deformation
        rates in Greater Caucasus Mountains range between 2 and 14 mm/year in the direction of NW to SE.
        The GPS observations show that the Earth&#x2019;s crust along the Kur depression moves towards the NNE. The GPS
        measurements state active convergence between the Lesser Caucasus, Kur Depression and the Greater Caucasus
        [Kadirov et al., 2024]. The Arabian Plate together with the Iranian block pushes the Lesser Caucasus towards the
        Kur depression which makes the Kur depression move under the Greater Caucasus at a rate of 8 mm/year that
        results with a thrust fault or a subduction zone [Aktug et al., 2009, 2013; Yetirmishli, Kazimov,
        2022].&lt;/p&gt;

&lt;p&gt;Seismicity&lt;/p&gt;
&lt;p&gt;In the history of Azerbaijan, a large number of strong and destructive earthquakes have occurred
        in the past. The seismicity study in Azerbaijan involves two periods: pre-instrumental &#x2013; historic
        and instrumental periods [Babayev, Agayeva, 2021]. In the historic period, the destructive and strong
        earthquakes were noted in ancient Arabic chronicles, manuscripts and travel books [Ashurbeyli, Bakuvi, 1958]. As
        the significant strong historical earthquakes in Azerbaijan following events could be noted: the
        earthquake of 427, the Ganja (Goygol) 1139, the Ganja 1235, the East Caucasus 1667, the Mashtaga
        1842, several Shamakhi earthquakes (1192, 1667, 1668, 1669, 1828, 1859, 1868, 1872, 1902), the
        Ardabil 1924, the Lankaran 1913, the Caspian earthquakes (957, 1812, 1842, 1852, 1911, 1935, 1961,
        1963, 1986, 1989, 2000). These earthquakes are well known for their severity that resulted with the
        Earth&#x2019;s surface relief deformations, buildings destructions, human losses [Babayev, Agayeva, 2021].&lt;/p&gt;
&lt;p&gt;Shamakhi region is one of the seismically active regions of Azerbaijan [Babayev et
        al., 2020; Telesca et al., 2017]. Shamakhi region experienced a powerful earthquake with a
        magnitude of 6.9 on February 13, 1902 that is known as the Shamakhi earthquake which is considered the beginning
        of instrumental seismic studies in Azerbaijan [Babayev, Agayeva, 2021]. This event reached an
        intensity of IX in Shamakhi and Ismayilli cities [Weber, 1903]. The first earthquake in Azerbaijan of which the
        epicenter was determined by instrumental data is the Caspian earthquake of June 7,
        1911 [Babayev, Agayeva, 2021].&lt;/p&gt;
&lt;p&gt;One of the strongest earthquakes in recent history is the November 25, 2000 Baku-Caspian
        earthquake. The earthquake which was felt in Baku, occurred in two shocks of M = 6.5 and 6.3 with three minutes
        pause and the depth of the earthquake was h = 35 km [Babayev, Agayeva, 2021].&lt;/p&gt;
&lt;p&gt;In 2023 and 2024 both the region of Azerbaijan and its neighbors sustain their activity. In fig.
        2 we present the map of epicentral distribution of some selected earthquakes which occurred in 2023
    and 2024 in Azerbaijan and close regions with local magnitude Ml
    &#x2265; 4.1.
&lt;/p&gt;
&lt;p&gt;Fig. 2. Epicentral distribution of earthquakes occurred in 2023-24 years in Azerbaijan
    and neighbor regions (locations of the epicenters have been obtained from Republican Center of
    Seismological Service, RCSS)
&lt;/p&gt;

&lt;p&gt;Figs 3 and 4 represent the ground motion levels of those earthquakes occurred in 2023 and 2024
    respectively, according to their acceleration data taken from IRIS and processed using ObsPy library of Python
    [Beyreuther et al., 2010].&lt;/p&gt;


&lt;p&gt;Fig. 3. Acceleration records of the earthquakes occurred in Azerbaijan and neighbor regions in
    2023 (IRIS, n.d.; dates and magnitudes of the given earthquakes have been obtained from RCSS); (a) 14.01.2023 Ml 4.4
    in Georgia-Azerbaijan border, (b) 18.01.2023 Ml 6.0 in Khoy city of Iran, &lt;/p&gt;
&lt;p&gt;(c) 28.01.2023 Ml 6.1 in Khoy city of Iran, (d) 17.06.2023 Ml 5.1 in Khoy city of Iran, &lt;/p&gt;
&lt;p&gt;(e) 03.07.2023 Ml 5.6 in Caspian Sea (Khachmaz), (f) 21.08.2023 Ml 4.1 in Armenia, &lt;/p&gt;
&lt;p&gt;(g) 03.09.2023 Ml 5.2 in Kurdamir, (h) 08.11.2023 Ml 4.7 in Azerbaijan-Iran border, &lt;/p&gt;
&lt;p&gt;(i) 29.11.2023 Ml 4.5 in Mingachevir, (j) 07.12.2023 Ml 5.6 in Caspian
    Sea (Altiaghac).&lt;/p&gt;

&lt;p&gt;Fig. 4. Acceleration records of the earthquakes occurred in Azerbaijan and neighbour regions
    in 2024 (IRIS, n.d.; dates and magnitudes of the given earthquakes have been obtained from RCSS);&lt;/p&gt;
&lt;p&gt;(a) 19.01.2024 Ml 5.1 in Saatli-Sabirabad regions&#x2019; border, (b) 11.05.2024 Ml 5.3 and Ml 4.4 in
    Lenkeran, &lt;/p&gt;
&lt;p&gt;(c) 28.06.2024 Ml 5.0 in Lerik, (d) 17.07.2024 Ml 4.8 in Georgia (close to the border with
    Azerbaijan Balaken region), (e) 22.07.2024 17.07.2024 Ml 4.9 in Georgia (close to the border with Azerbaijan Balaken
    region), (f) 05.09.2024 Ml 4.5 in Bilesuvar&lt;/p&gt;

&lt;p&gt;The selected earthquakes shown in figs 2, 3, 4 have the local magnitude Ml &#x2265; 4.1.
        In 2023, we observe relatively active behavior in Iran (Khoy city), in the shores of the Gusar-Shabran megazone with relatively high magnitudes (Ml &#x2265; 5.1). In 2024, we
        observe activity in Lower Kur depression and Talish mountains. It is important to note that in 11.05.2024 two
        shocks of earthquake occurred in Lankaran with Ml 5.3 and Ml 4.4 with ~1.5 minutes pause (fig. 4b). Also, In
        July we observe two shocks of Ml 4.8 and Ml 4.9 in the territory of Georgia very close to
        Balaken region of Azerbaijan almost in the same place (figs 2, 4d, 4e). This region is
        tectonically included to Middle Kur depression (fig. 1).&lt;/p&gt;
&lt;p&gt;Methods and Materials&lt;/p&gt;

&lt;p&gt;Catalog&lt;/p&gt;
&lt;p&gt;Seismicity analysis can be conducted using various catalog-based methods, such as statistical
    estimation of the a- and b-parameters of the Gutenberg-Richter law [Gutenberg, Richter, 1956], analysis of temporal
    and spatial b-value variations, and estimation of maximum magnitude uncertainty. These methods are collectively
    referred to as seismicity indicators, which are used to characterize the seismicity level [Ommi, Hashemi, 2024].&lt;/p&gt;
&lt;p&gt;For this study, the selection of a catalog has been done from International Seismological
        Centre. The catalog has been downloaded from the website of the ISC Bulletin with 22,239 events [Storchak et
        al., 2020]. The catalog has been passed through some filtration steps in order to get ready for the
        research. The events with unknown magnitude types and depths have been removed. The events with
    magnitude type &#x201C;M&#x201D; and &#x201C;Mn&#x201D; have been removed, since we regarded them as unknown types. Events
    with depth of 0 km have been removed since we supposed that these were the events for
        which the depth could not be estimated. The events M &#x2265; 3 and h (depth) &#x2265; 5 km are used for this
        study. The catalog contains the earthquakes from 1926 to 2022, since the data on or after
        2022/09/01 have not been reviewed by the ISC. The earthquakes located in latitudinal range Lat &lt;
        36&#xB0; and Lat&gt; 43.5&#xB0; have been removed in order to sustain the research in Azerbaijan and very close regions.
        Finally, we converted all the magnitude types to a uniform format using related equations. At
        the end, we remained with the 3,916 events with moment magnitudes (fig. 5). The
        relations for the conversion of different magnitude types to a moment magnitude is taken from [Zare et al., 2014]. The relations are shown in equation (1):&lt;/p&gt;

    
        
    
        
    
        
    
        

&lt;p&gt; (1)&lt;/p&gt;

&lt;p&gt;* Local (Ml) and duration (Md) types are converted with the same equation
    [Sawires et al., 2023].&lt;/p&gt;

&lt;p&gt;Fig. 5. Epicentral distribution of the 3916 events from the catalog between 1926-2022&lt;/p&gt;

&lt;p&gt;The next step for the research is to divide the catalog into the clusters. We
    clustered the events into 6 segments according to their location in the tectonic megazones of Azerbaijan (table 2,
    fig. 6). The catalog has been clustered in a manual way using ArcGIS 10.7 (ESRI, 2017) software. Using the
    georeferencing method fig. 1 was located into the coordinates and the epicenters clustered according the tectonic
    megazones of Azerbaijan proposed by Alizadeh et al. [2016]. During the clustering 3 events have been lost and the
    whole catalog has been left with 3913 events.&lt;/p&gt;

&lt;p&gt;Fig. 6. Six clusters from earthquake catalogue according to the tectonic megazones of
    Azerbaijan&lt;/p&gt;
&lt;p&gt;Table 2&lt;/p&gt;
&lt;p&gt;Clusters appropriated to the tectonic megazones&lt;/p&gt;

                &lt;p&gt;Cluster&lt;/p&gt;
            
            
                &lt;p&gt;I&lt;/p&gt;
            
            
                &lt;p&gt;II&lt;/p&gt;
            
            
                &lt;p&gt;III&lt;/p&gt;
            
            
                &lt;p&gt;IV&lt;/p&gt;
            
            
                &lt;p&gt;V&lt;/p&gt;
            
            
                &lt;p&gt;VI&lt;/p&gt;
            
        
                &lt;p&gt;Tectonic MZ&lt;/p&gt;
            
            
                &lt;p&gt;G-S andaquatory&lt;/p&gt;
            
            
                &lt;p&gt;Eastern GCand auqatory&lt;/p&gt;
            
            
                &lt;p&gt;Kur Depressionand aquatory&lt;/p&gt;
            
            
                &lt;p&gt;Outer LC&lt;/p&gt;
            
            
                &lt;p&gt;Internal LC&lt;/p&gt;
            
            
                &lt;p&gt;Talish Mtsand aquatory
                &lt;/p&gt;
            
        
&lt;p&gt;* MZ &#x2013; Megazone, G-S &#x2013; Gusar-Shabran, GC &#x2013; Greater Caucasus, LC &#x2013; Lesser Caucasus, &lt;/p&gt;
&lt;p&gt; Mts &#x2013; Mountains&lt;/p&gt;

&lt;p&gt;Upon catalog completion, the following seismicity indicators were assessed for each cluster: the
        a- and b-parameters of the Gutenberg-Richter (G-R) law, the completeness magnitude (Mc), the maximum magnitude up to which the G-R law applies
        (Mmax), the number of earthquakes with M &#x2265;
        Mc (N), and the maximum magnitude uncertainty
        (&#x394;M).&lt;/p&gt;
&lt;p&gt;G-R law is a linear relation (2) presenting frequency-magnitude
        distribution [Gutenberg, Richter, 1956]:&lt;/p&gt;
&lt;p&gt; (2)&lt;/p&gt;
&lt;p&gt;where N &#x2013; is the number of earthquakes greater than and equal to magnitude M,
    a- and b- are real constants.&lt;/p&gt;
&lt;p&gt;a- and b-values are important parameters characterizing the seismic
        features. a-value characterizes the seismic activity,
        while b-value shows the relation of large to small
        quakes [Gutenberg, Richter, 1956]. &lt;/p&gt;
&lt;p&gt;b-value is the slope of the linear G-R relation and
    a-value is the intersection of this linearity with
        logarithm of cumulative distribution of earthquakes [Popandopoulos, 2018].&lt;/p&gt;
&lt;p&gt;The b-value can be estimated by
        plotting the linear regression of the cumulative frequency-magnitude distribution for a catalog. In fig. 8, the
        cumulative number of earthquakes with magnitudes M &#x2265; Mc
        (where N is the cumulative number of events, and Mc is
        the magnitude of completeness) is plotted against magnitude for each cluster. We defined Mc as the magnitude of completeness, Mmax as the maximum magnitude up to which the linear fit applies, and
        the magnitude bin as the interval used for grouping magnitudes in the cumulative distribution plot [Godano et
        al., 2014; Papadopoulos, 2018]. For this study, we set the bin size to 0.1.&lt;/p&gt;
&lt;p&gt;As a result of linear fitting, a-value is deduced from the G-R relation as follows (3):&lt;/p&gt;
&lt;p&gt; (3)&lt;/p&gt;
&lt;p&gt;Using a- and b-values, we can find out the number of earthquakes in the
        catalog with magnitudes M &#x2265; Mc. &lt;/p&gt;
&lt;p&gt;&#x394;M &#x2013; Maximum magnitude uncertainty, is proposed by Ommi,
        Hashemi [2024] as one of the seismic indicators. In this study we estimated &#x394;M for each cluster using the
        equation below (4):&lt;/p&gt;
&lt;p&gt; (4)&lt;/p&gt;

&lt;p&gt;where  is maximum observed magnitude in the catalog and  is the expected
        maximum magnitude which is estimated as follows: .&lt;/p&gt;
&lt;p&gt;Results and Discussion&lt;/p&gt;
&lt;p&gt;Fig. 7 illustrates the G-R law representation of each cluster for defined Mc, Mmax
        and bin. &lt;/p&gt;

&lt;p&gt;Fig. 7. Linear G-R relation and the logarithm of the cumulative number of earthquakes with
    magnitudes M &#x2265; Mc. Clusters (a) I, (b) II, (c) III, (d) IV, (e) V, (f) VI&lt;/p&gt;

&lt;p&gt;The estimated seismicity indicators; Mc, Mmax,
    a- and b-values and N (M &#x2265; Mc) for each cluster have been shown in table 3 and the
        trends of them have been illustrated in figs 8 and 9.&lt;/p&gt;
&lt;p&gt;Table 3 &lt;/p&gt;
&lt;p&gt;Seismicity indicator estimations for each cluster&lt;/p&gt;

                &lt;p&gt;Cluster&lt;/p&gt;
            
            
                &lt;p&gt;Mc&lt;/p&gt;
            
            
                &lt;p&gt;Mmax&lt;/p&gt;
            
            
                &lt;p&gt;a-value&lt;/p&gt;
            
            
                &lt;p&gt;b-value&lt;/p&gt;
            
            
                &lt;p&gt;N (M &#x2265; Mc)&lt;/p&gt;
            
        
                &lt;p&gt;I&lt;/p&gt;
            
            
                &lt;p&gt;4&lt;/p&gt;
            
            
                &lt;p&gt;5&lt;/p&gt;
            
            
                &lt;p&gt;6.97&lt;/p&gt;
            
            
                &lt;p&gt;1.16&lt;/p&gt;
            
            
                &lt;p&gt;213&lt;/p&gt;
            
        
                &lt;p&gt;II&lt;/p&gt;
            
            
                &lt;p&gt;4&lt;/p&gt;
            
            
                &lt;p&gt;5&lt;/p&gt;
            
            
                &lt;p&gt;6.44&lt;/p&gt;
            
            
                &lt;p&gt;0.96&lt;/p&gt;
            
            
                &lt;p&gt;399&lt;/p&gt;
            
        
                &lt;p&gt;III&lt;/p&gt;
            
            
                &lt;p&gt;4.5&lt;/p&gt;
            
            
                &lt;p&gt;5&lt;/p&gt;
            
            
                &lt;p&gt;5.93&lt;/p&gt;
            
            
                &lt;p&gt;0.86&lt;/p&gt;
            
            
                &lt;p&gt;115&lt;/p&gt;
            
        
                &lt;p&gt;IV&lt;/p&gt;
            
            
                &lt;p&gt;3.8&lt;/p&gt;
            
            
                &lt;p&gt;4.7&lt;/p&gt;
            
            
                &lt;p&gt;5.99&lt;/p&gt;
            
            
                &lt;p&gt;0.92&lt;/p&gt;
            
            
                &lt;p&gt;318&lt;/p&gt;
            
        
                &lt;p&gt;V&lt;/p&gt;
            
            
                &lt;p&gt;4&lt;/p&gt;
            
            
                &lt;p&gt;5.1&lt;/p&gt;
            
            
                &lt;p&gt;6.28&lt;/p&gt;
            
            
                &lt;p&gt;0.89&lt;/p&gt;
            
            
                &lt;p&gt;503&lt;/p&gt;
            
        
                &lt;p&gt;VI&lt;/p&gt;
            
            
                &lt;p&gt;4.8&lt;/p&gt;
            
            
                &lt;p&gt;5.2&lt;/p&gt;
            
            
                &lt;p&gt;11.89&lt;/p&gt;
            
            
                &lt;p&gt;2.17&lt;/p&gt;
            
            
                &lt;p&gt;30&lt;/p&gt;
            
        


&lt;p&gt;Fig. 8. Seismicity Indicators&lt;/p&gt;

&lt;p&gt;Fig. 9. Number of earthquakes in each cluster with M &#x2265;
        Mc&lt;/p&gt;
&lt;p&gt;We observe relatively high b-values
    in clusters I and VI (1.16 and 2.17 respectively), while the other clusters have
    b &lt; 1. b-value is an indicator of the dynamics of the tectonic regime in
        the study area and decrease of b-value is implied
        as higher stress in the region [Popandopoulos, 2018]. To clearly observe this
        relation, Babayev T. et al. [2023] study can be viewed which shows the temporal variation of
    b-value for the Kahramanmara&#x15F; region after the disastrous
        6th February, 2023 earthquake till May
    2023. From the study, it is obviously seen that b-value increased, while the number of earthquakes decreased
    during February &#x2013; May, 2023 period which can be interpreted as the stress level decreased
        after the disastrous earthquake during several months [Babayev et al., 2023]. Low b-value signs for the compression zone, whereas the
        higher b-value signs for the extension zone
        [Popandopoulos, 2018]. Therefore, temporal variation of b-value can be useful in earthquake predictions. Based
        on Popandopoulos (2018), in 75% cases in several regions over the world, temporal anomalies in the
        value of b were observed before strong earthquakes with
        magnitudes higher than 5. Moreover, it is stated that time variations of b-value have reverse proportionality with
        Vp and Vp/Vs
    (Vp &#x2013; P-wave velocity, Vs &#x2013; S-wave
        velocity) which means that Vp and Vp/Vs
    increase in lower b-value
        [Popandopoulos, 2018].&lt;/p&gt;
&lt;p&gt;Generally, for the whole Earth, b-value
        is supposed to be around 1 [El-Isa, Eaton, 2014]. Meanwhile, it can vary above and under 1. b-values of clusters II and IV are the closest to 1,
        0.96 and 0.92 respectively. Moreover, the clusters have close b-values, except cluster VI, 2.17. During the
        estimation of b-value for the cluster VI, we firstly
        defined Mc as 3.5 and Mmax as 4.4. According to the maximum magnitude
        uncertainty, we explored that b-value estimated with
        Mc as 3.5 and Mmax as 4.4 is wrong which was 0.34 (a-value: 3.29). We decided to set Mc as 4.8 and Mmax as 5.2 and got b-value 2.17 (a-value: 11.89). We will mention about this issue when
        we discuss the maximum magnitude uncertainty.&lt;/p&gt;
&lt;p&gt;Meanwhile, we observe close values of a-value
    among the clusters. Exceptionally, Cluster VI has the highest value which is 11.89.
    a-value helps to rate the seismicity
        [Anbazhagan et al., 2015]. By a- and b- values, we can imply the number of earthquakes with
        the magnitudes above the Mc with the
    equation (2). We observe the highest a- and b-values and lowest N &#x2013; the number of the earthquakes
        in cluster VI (table 3). Fig. 8 illustrates that the clusters have almost the linear trend of completeness of
        magnitude. Thus, magnitude of completeness for each is &#x2265; 4 (Mc-IV = 3.8). We noted that b-value represents the relation of large to small earthquakes. In
    Cluster VI, which has the highest magnitude of completeness and have 30
    earthquakes with magnitude above 4.8, which can be seen as a high seismic hazard level in terms of
        magnitude (figs 8, 9), while in the other clusters more events with smaller magnitudes are observed.&lt;/p&gt;
&lt;p&gt;Table 4 shows &#x394;M for each cluster.&lt;/p&gt;
&lt;p&gt;Table 4&lt;/p&gt;
&lt;p&gt;&#x394;M for the clusters&lt;/p&gt;

                &lt;p&gt;Cluster&lt;/p&gt;
            
            
                &lt;p&gt;I&lt;/p&gt;
            
            
                &lt;p&gt;II&lt;/p&gt;
            
            
                &lt;p&gt;III&lt;/p&gt;
            
            
                &lt;p&gt;IV&lt;/p&gt;
            
            
                &lt;p&gt;V&lt;/p&gt;
            
            
                &lt;p&gt;VI&lt;/p&gt;
            
        
                &lt;p&gt;&#x394;M&lt;/p&gt;
            
            
                &lt;p&gt;-0.47&lt;/p&gt;
            
            
                &lt;p&gt;-0.40&lt;/p&gt;
            
            
                &lt;p&gt;-0.75&lt;/p&gt;
            
            
                &lt;p&gt;-0.57&lt;/p&gt;
            
            
                &lt;p&gt;0.13&lt;/p&gt;
            
            
                &lt;p&gt;0.48&lt;/p&gt;
            
        

&lt;p&gt;Minus sign shows that expected maximum magnitude is greater than observed maximum
    magnitude. As seen from the values, &#x394;M for all clusters is close to zero (-1
        &lt;&#x394;M(I, II, III, IV,
        V, VI) &lt;1). Closer &#x394;M to 0 means closer maximum observed
        and expected magnitudes, which means that expected magnitude estimation is in the
        acceptable level of accuracy. Back to the estimation of the a- and b-values of Cluster VI, as noted, we first defined Mc as 3.5 and Mmax as 4.4 for Cluster VI, by which
    a- and b-values were obtained 3.29 and 0.35 respectively. Using these
        values, the expected maximum magnitude and thus, &#x394;M was estimated for Cluster VI. We
        obtained &#x394;M = -3.55 for Cluster VI which is a quite high uncertainty meaning the expected maximum magnitude
        (9.51) is very higher than observed maximum magnitude (5.96). As the expected maximum magnitude is the ratio of
    a to b, we deduced that estimation of a- and b-values were done incorrectly (because the uncertainty is quite
        high). Therefore, we re-defined the range between completeness and maximum magnitudes where the G-R linearity
        fitting is sustained.&lt;/p&gt;
&lt;p&gt;A comparison of our estimated seismicity parameters with previous studies reveals consistency in
    b-value trends while highlighting key methodological
        differences. Babayev G. et al. [2020] reported a spatial variation in b-values ranging from 0.5 to 1.1 for the Eastern Greater Caucasus
        slope. For the same region, our study estimates a single b-value of 0.96. According to Babayev G. et al. [2020],
    b-values exceed 0.85 in the northern parts of the slope,
        whereas the majority of the region exhibits lower values (0.5&#x2013;0.7), indicative of subduction or compressional
        stress exerted by the Kur Depression from the south&#x2014;an observation supported by other studies, including
        Babayev, Aliyev [2019].&lt;/p&gt;
&lt;p&gt;Another relevant study by Ahadov, Ozturk [2021] provides a broader-scale assessment, estimating
    b-values across the Eastern Mediterranean and Caucasus
        region, including Azerbaijan. For Azerbaijan specifically, they report b-values of approximately 0.8 for the Kur Depression and Eastern
        Greater Caucasus (corresponding to Clusters I, II, and III in our study) and 1.0&#x2013;1.3 for the Lesser Caucasus and
        Talysh regions (Clusters IV, V, and VI). These values reinforce the compressional influence of the Kur
        Depression and Eastern Greater Caucasus by the Lesser Caucasus and Talysh regions, aligning with previous
        studies and our findings. However, the b-values
        obtained by Ahadov, Ozturk [2021] are generally lower than those reported in our study, primarily due to
        differences in the definition of magnitude of completeness (Mc).&lt;/p&gt;
&lt;p&gt;To clarify this discrepancy, we recall that the b-value represents the relative occurrence of
        strong versus weak earthquakes [Gutenberg, Richter, 1956]. In our study, the completeness magnitudes for
        Clusters I, II, III, IV, V, and VI are 4.0, 4.0, 4.5, 3.8, 4.0, and 4.8, respectively. This indicates that our
        b-value estimates are derived from moderate to large earthquakes. In contrast, Ahadov, Ozturk [2021] define
        lower completeness magnitudes (~3.0&#x2013;3.3), thus incorporating a greater proportion of smaller earthquakes into
        their analysis. For example, Cluster VI in our study, which has the highest completeness magnitude
        (Mc=4.8), also exhibits the highest b-value (2.17). This distinction highlights the
        difference in scope: our study focuses on moderate to large earthquakes, whereas Ahadov, Ozturk [2021] consider
        both small and large events.&lt;/p&gt;
&lt;p&gt;Despite these differences, our results remain consistent with global seismicity trends. The
    b-values for individual clusters, as well as the overall
        average (bavg&#x2248;1.16), generally cluster around 1.0
        (except for Cluster VI), which aligns with the findings of El-Isa, Eaton [2014]. Furthermore, to our knowledge,
        no prior studies have reported a-value estimates for
        Azerbaijan. Additionally, we introduce the concept of maximum magnitude uncertainty, adapted from Ommi, Hashemi
        [2024], to assess the reliability of our a- and
    b-value estimations. This parameter has not been previously
        estimated for Azerbaijan, making our contribution a novel addition to the region&#x2019;s seismicity analysis.
&lt;/p&gt;
&lt;p&gt;Conclusion&lt;/p&gt;
&lt;p&gt;In this study, we presented review of modern seismic regime of Azerbaijan in terms of seismicity
        indicators. We conducted international catalogue-based analysis and made an insight to the dynamics of
        Azerbaijan from 1926 to 2022 in terms of seismicity indicators. The catalogue has been clustered relevantly to
        the tectonic meganozes of Azerbaijan region. We observe that the clusters have almost the linear
        trend of completeness of magnitude. Thus, magnitude of completeness for each is &#x2265; 4
        (Mc-IV = 3.8). We have seen the
        number of earthquakes in each cluster with magnitude greater than and equal to
    magnitude of completeness. That means, using the clustering approach, we conceived the seismic activity
        in respective tectonic segments in terms of the number of earthquakes with magnitude greater than
    at least 3.8. We conclude that the clusters I-V are active in terms of the events with smaller
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