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docs/content/10_Introduction.html

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given in the <a href="#/content/10_Introduction.math">Introduction</a>.</p><p>The information here is based on the book
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<em>Basic Analysis I: Introduction to Real Analysie, Volume I</em>
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by Jiří Lebl described below.</p>
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</span></span></div><div><button class='mathlingua-flip-icon' onclick="flipEntity('e30e567d-acf4-4b79-9ea8-f43f9f951421')">&#8226;</button><div id='rendered-e30e567d-acf4-4b79-9ea8-f43f9f951421' class='mathlingua-rendered-visible'><span class='mathlingua'><div id='d0763a65-658a-43a0-a4dc-a3e3a121adc8-CUSTOM_SUFFIX'><div class='mathlingua-top-level'><span class='mathlingua-id'>[@basic.analysis.I]</span><br/><span class='mathlingua'><span class='mathlingua-header'>Resource:</span><br/><span class='mathlingua'><span class='mathlingua'><span class='mathlingua-dot'>.</span><span class='mathlingua-whitespace'></span><span class='mathlingua-header'>type:</span><span class='mathlingua-whitespace'></span><span class='mathlingua-text' title=" <p>book</p> "> <p>book</p>
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</span></span></div><div><button class='mathlingua-flip-icon' onclick="flipEntity('32c360cd-d150-4f8f-90f5-9efa649b11bb')">&#8226;</button><div id='rendered-32c360cd-d150-4f8f-90f5-9efa649b11bb' class='mathlingua-rendered-visible'><span class='mathlingua'><div id='db16fdba-1b19-40b7-a673-f2dea1e3230e-CUSTOM_SUFFIX'><div class='mathlingua-top-level'><span class='mathlingua-id'>[@basic.analysis.I]</span><br/><span class='mathlingua'><span class='mathlingua-header'>Resource:</span><br/><span class='mathlingua'><span class='mathlingua'><span class='mathlingua-dot'>.</span><span class='mathlingua-whitespace'></span><span class='mathlingua-header'>type:</span><span class='mathlingua-whitespace'></span><span class='mathlingua-text' title=" <p>book</p> "> <p>book</p>
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</span></span></span><br/><span class='mathlingua'><span class='mathlingua'><span class='mathlingua-dot'>.</span><span class='mathlingua-whitespace'></span><span class='mathlingua-header'>name:</span><span class='mathlingua-whitespace'></span><span class='mathlingua-text' title=" <p>Basic Analysis I: Introduction to Real Analysis, Volume I</p> "> <p>Basic Analysis I: Introduction to Real Analysis, Volume I</p>
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</span></span></span><br/><span class='mathlingua'><span class='mathlingua'><span class='mathlingua-dot'>.</span><span class='mathlingua-whitespace'></span><span class='mathlingua-header'>author:</span><span class='mathlingua-whitespace'></span><span class='mathlingua-text' title=" <p>Jiří Lebl</p> "> <p>Jiří Lebl</p>
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</span></span></span><br/><span class='mathlingua-dot'>.</span><span class='mathlingua-whitespace'></span><span class='mathlingua-header'>url:</span><span class='mathlingua-whitespace'></span><span class="mathlingua-url"><a class="mathlingua-link" target="_blank" href="https://www.jirka.org/ra/realanal.pdf">"www.jirka.org/.../realanal.pdf"</a></span><br/><span class='mathlingua'><span class='mathlingua'><span class='mathlingua-dot'>.</span><span class='mathlingua-whitespace'></span><span class='mathlingua-header'>offset:</span><span class='mathlingua-whitespace'></span><span class='mathlingua-text' title=" <p>0</p> "> <p>0</p>
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</span></span></span></span><div class='end-mathlingua-top-level'></div></div></div></span></div><div id='literal-e30e567d-acf4-4b79-9ea8-f43f9f951421' class='mathlingua-literal-hidden'><span class='mathlingua'><div id='410a4425-872f-47c8-b0c7-6a2b69a74334-CUSTOM_SUFFIX'><div class='mathlingua-top-level'><span class='mathlingua-id'>[@basic.analysis.I]</span><br/><span class='mathlingua'><span class='mathlingua-header-literal'>Resource:</span><br/><span class='mathlingua'><span class='mathlingua'><span class='mathlingua-dot'>.</span><span class='mathlingua-whitespace'></span><span class='mathlingua-header-literal'>type:</span><span class='mathlingua-whitespace'></span><span class="literal-mathlingua-text-no-render"> "book" </span></span></span><br/><span class='mathlingua'><span class='mathlingua'><span class='mathlingua-dot'>.</span><span class='mathlingua-whitespace'></span><span class='mathlingua-header-literal'>name:</span><span class='mathlingua-whitespace'></span><span class="literal-mathlingua-text-no-render"> "Basic Analysis I: Introduction to Real Analysis, Volume I" </span></span></span><br/><span class='mathlingua'><span class='mathlingua'><span class='mathlingua-dot'>.</span><span class='mathlingua-whitespace'></span><span class='mathlingua-header-literal'>author:</span><span class='mathlingua-whitespace'></span><span class="literal-mathlingua-text-no-render"> "Jiří Lebl" </span></span></span><br/><span class='mathlingua-dot'>.</span><span class='mathlingua-whitespace'></span><span class='mathlingua-header-literal'>url:</span><span class='mathlingua-whitespace'></span><span class="literal-mathlingua-text">""https://www.jirka.org/ra/realanal.pdf""</span><br/><span class='mathlingua'><span class='mathlingua'><span class='mathlingua-dot'>.</span><span class='mathlingua-whitespace'></span><span class='mathlingua-header-literal'>offset:</span><span class='mathlingua-whitespace'></span><span class="literal-mathlingua-text-no-render"> "0" </span></span></span></span><div class='end-mathlingua-top-level'></div></div></div></span></div></div>
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</span></span></span></span><div class='end-mathlingua-top-level'></div></div></div></span></div><div id='literal-32c360cd-d150-4f8f-90f5-9efa649b11bb' class='mathlingua-literal-hidden'><span class='mathlingua'><div id='a8ca39fc-a320-4e0a-a960-11367e2f6630-CUSTOM_SUFFIX'><div class='mathlingua-top-level'><span class='mathlingua-id'>[@basic.analysis.I]</span><br/><span class='mathlingua'><span class='mathlingua-header-literal'>Resource:</span><br/><span class='mathlingua'><span class='mathlingua'><span class='mathlingua-dot'>.</span><span class='mathlingua-whitespace'></span><span class='mathlingua-header-literal'>type:</span><span class='mathlingua-whitespace'></span><span class="literal-mathlingua-text-no-render"> "book" </span></span></span><br/><span class='mathlingua'><span class='mathlingua'><span class='mathlingua-dot'>.</span><span class='mathlingua-whitespace'></span><span class='mathlingua-header-literal'>name:</span><span class='mathlingua-whitespace'></span><span class="literal-mathlingua-text-no-render"> "Basic Analysis I: Introduction to Real Analysis, Volume I" </span></span></span><br/><span class='mathlingua'><span class='mathlingua'><span class='mathlingua-dot'>.</span><span class='mathlingua-whitespace'></span><span class='mathlingua-header-literal'>author:</span><span class='mathlingua-whitespace'></span><span class="literal-mathlingua-text-no-render"> "Jiří Lebl" </span></span></span><br/><span class='mathlingua-dot'>.</span><span class='mathlingua-whitespace'></span><span class='mathlingua-header-literal'>url:</span><span class='mathlingua-whitespace'></span><span class="literal-mathlingua-text">""https://www.jirka.org/ra/realanal.pdf""</span><br/><span class='mathlingua'><span class='mathlingua'><span class='mathlingua-dot'>.</span><span class='mathlingua-whitespace'></span><span class='mathlingua-header-literal'>offset:</span><span class='mathlingua-whitespace'></span><span class="literal-mathlingua-text-no-render"> "0" </span></span></span></span><div class='end-mathlingua-top-level'></div></div></div></span></div></div>
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