GRE数学专项考试辅导书推荐
<p> 一、高中知识</p><p> 各种三角诱导公式，和，差，倍，半公式与和差化积，积化和差公式，平面解析几何。</p><p> 说明：<span word="Cracking">Cracking</span> <span word="the">the</span> <span word="GRE">GRE</span> <span word="Math">Math</span> <span word="Test">Test</span>里面第一章就是复习高中知识，内容基本差不多了，不用另外找书复习。</p><p> 二、数学分析</p><p> 极限，连续的概念，单变量微积分，多边量微积分及其应用，曲线及曲面积分，场论初步。</p><p> 参考书：张筑生先生的3册《数学分析新讲》，<span word="Walter">Walter</span> <span word="Rudin">Rudin</span>的<span word="Principles">Principles</span> <span word="of">of</span> <span word="Mathematical">Mathematical</span> <span word="Analysis">Analysis</span></p><p> 说明：<span word="Cracking">Cracking</span> <span word="the">the</span> <span word="GRE">GRE</span> <span word="Math">Math</span> <span word="Test">Test</span>用了两章来复习数学分析，基本够了。</p><p> 三、微分方程</p><p> 基本概念，各种方程的基本解法。</p><p> 参考书：<span word="Wolfgang">Wolfgang</span> <span word="Walter">Walter</span>, <span word="Ordinary">Ordinary</span> <span word="Differential">Differential</span> <span word="Equations">Equations</span></p><p> 说明：以<span word="Cracking">Cracking</span> <span word="the">the</span> <span word="GRE">GRE</span> <span word="Math">Math</span> <span word="Test">Test</span>中的相关章节为主，一般不难。</p><p> 四、线性代数</p><p> 普通代数，艾森斯坦因法则，行列式，向量空间，多变量方程组解法，特征多项式及特征向量，线形变换及正交变换，度量空间。</p><p> 参考书：镇系之宝，张贤科老师的《高等代数学》，<span word="Seymour">Seymour</span> <span word="Lipschutz">Lipschutz</span>的<span word="Theory">Theory</span> <span word="and">and</span> <span word="Problems">Problems</span> <span word="of">of</span> <span word="Linear">Linear</span> <span word="Algebra">Algebra</span></p><p> 说明：<span word="Cracking">Cracking</span> <span word="the">the</span> <span word="GRE">GRE</span> <span word="Math">Math</span> <span word="Test">Test</span>这本书里面的东西也差不多够了。</p>
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