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<!DOCTYPE html>
<html>
<head>
<title>Diferansiyel Denklemler</title>
<meta name="viewport" content="width=device-width, initial-scale=1.0"/>
<script type="text/x-mathjax-config">
MathJax.Hub.Config({
tex2jax: {inlineMath: [["$","$"]]}
});
MathJax.Hub.Register.StartupHook("TeX Jax Ready",function () {
MathJax.Hub.Insert(MathJax.InputJax.TeX.Definitions.macros,{
cancel: ["Extension","cancel"],
bcancel: ["Extension","cancel"],
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});
});
</script>
<script type="text/javascript"
src="https://cdnjs.cloudflare.com/ajax/libs/mathjax/2.7.5/MathJax.js?config=TeX-AMS_HTML-full">
</script>
<script async="async" data-cfasync="false" src="//pl22489825.profitablegatecpm.com/d84f574876e65b2d8f0c7bae784c22b3/invoke.js"></script>
<link rel="stylesheet" type="text/css" media="screen" href="https://burakbayramli.github.io/css/style.css">
</head>
<body>
<div id="header_wrap" class="outer">
<header class="inner">
<h1 id="project_title">
<a href="https://burakbayramli.github.io" style="text-decoration:none; color:inherit;">dersblog</a>
</h1>
<h2 id="project_tagline"></h2>
</header>
</div>
<div id="main_content_wrap" class="outer">
<section id="main_content" class="inner">
<h1>Diferansiyel Denklemler</h1>
<a href='https://www.dropbox.com/scl/fi/hjrp1235ibmleeozm23e7/ode_mattuck.pdf?rlkey=v92jyy2oh709237ylgzsixj8y&dl=1'>PDF</a><br/><br/><p><a href='ode_mattuck_01/ders_1.html'>Ders 1</a><p/><p><a href='ode_mattuck_02/ders_2.html'>Ders 2</a><p/><p><a href='ode_mattuck_03/ders_3.html'>Ders 3</a><p/><p><a href='ode_mattuck_04/ders_4.html'>Ders 4</a><p/><p><a href='ode_mattuck_05/ders_5.html'>Ders 5</a><p/><p><a href='ode_mattuck_06/ders_6.html'>Ders 6</a><p/><p><a href='ode_mattuck_07/ders_7.html'>Ders 7</a><p/><p><a href='ode_mattuck_08/ders_8.html'>Ders 8</a><p/><p><a href='ode_mattuck_09/ders_9.html'>Ders 9</a><p/><p><a href='ode_mattuck_10/ders_10.html'>Ders 10</a><p/><p><a href='ode_mattuck_11/ders_11.html'>Ders 11</a><p/><p><a href='ode_mattuck_12/ders_12.html'>Ders 12</a><p/><p><a href='ode_mattuck_13/ders_13.html'>Ders 13</a><p/><p><a href='ode_mattuck_15/ders_15.html'>Ders 15</a><p/><p><a href='ode_mattuck_19/ders_19_.html'>Ders 19 </a><p/><p><a href='ode_mattuck_20/ders_20.html'>Ders 20</a><p/><p><a href='ode_mattuck_21/ders_21.html'>Ders 21</a><p/><p><a href='ode_mattuck_22/ders_22.html'>Ders 22</a><p/><p><a href='ode_mattuck_23/ders_23_.html'>Ders 23 </a><p/><p><a href='ode_mattuck_50_trig/trigonometri.html'>Trigonometri</a><p/><p><a href='ode_mattuck_60_limits/limitler__limits_.html'>Limitler (Limits)</a><p/><p><a href='ode_mattuck_65_diffint1/turevler_ve_entegraller.html'>Türevler ve Entegraller</a><p/><p><a href='ode_mattuck_65_diffint2/turevler_ve_entegraller_2.html'>Türevler ve Entegraller 2</a><p/><p><a href='ode_mattuck_70_odeint/bir_ode_sistemi_sayisal_olarak_nasil_cozulur.html'>Bir ODE Sistemi Sayısal Olarak Nasıl Çözülür</a><p/><p><a href='ode_mattuck_80_model/matematiksel_modelleme.html'>Matematiksel Modelleme</a><p/><p><a href='ode_mattuck_81_phd/doktora_derecesi.html'>Doktora Derecesi</a><p/><p><a href='ode_mattuck_95_root/kok_bulmak_karesel_formul__root_finding_quadratic_formula_.html'>Kök Bulmak, Karesel Formül (Root Finding, Quadratic Formula)</a><p/><p><a href='ode_mattuck_97_street/kafadan_hesap.html'>Kafadan Hesap</a><p/><p><a href='ode_mattuck_98_app/ekler.html'>Ekler</a><p/><p><a href='ode_mattuck_98_vid/video.html'>Video</a><p/><p><a href='ode_mattuck_99/yunan_harfleri.html'>Yunan Harfleri</a><p/><br/><a href='../index.html'>Yukarı</a><br/>