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时间:2020-01-27
《常微分方程教案(王高雄)第三章.pdf》由会员上传分享,免费在线阅读,更多相关内容在行业资料-天天文库。
1、目录第三章一阶微分方程的解的存在定理.........................................................................................I内容提要及其它.......................................................................................................................13.1解的存在唯一性定理与逐步逼近法........................
2、........................................................33.1.1存在唯一性定理.....................................................................................................33.1.1.1特殊情况...............................................................................................
3、.......31、等价积分方程.............................................................................................42、逐步逼近法.................................................................................................43、引理..........................................................
4、...................................................43.1.1.2一般情况......................................................................................................83.1.2近似计算和误差估计.............................................................................................93.2
5、解的延拓..........................................................................................................................113.2.1局部的利普希茨条件...........................................................................................113.2.2解的延拓.................................
6、..............................................................................113.2.3饱和解...................................................................................................................123.2.4解的延拓定理.............................................................
7、..........................................133.2.5解延拓定理的应用...............................................................................................133.3解对初值的连续性和可微性定理..................................................................................153.3.1引言...............
8、.............................................................
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