文件名称:x^y
- 所属分类:
- 数学计算/工程计算
- 资源属性:
- [Windows] [Visual.Net] [源码]
- 上传时间:
- 2015-06-04
- 文件大小:
- 3.09mb
- 下载次数:
- 0次
- 提 供 者:
- l***
- 相关连接:
- 无
- 下载说明:
- 别用迅雷下载,失败请重下,重下不扣分!
介绍说明--下载内容均来自于网络,请自行研究使用
要求:
(1)采用本课程所讲方法中的任意一种方法求解即可,如最佳(近似)逼近(包括Taylor展开方法)、方程求根等;
(2)方法本身能够达到任意精度,并给出10位有效数字的结果;
(3)分析选用方法的计算代价、收敛速度等;
(4)分析选用方法的方法误差和存储误差对最终结果的影响;
(5)鼓励采用多种方法进行求解,并对不同方法进行比较分析,酌情加分。
说明:
(1)??的取值范围为[0,100],??的取值范围为[0,3], ??与??均最多5位有效数字;-Claim:
Either (1) the present curriculum stresses solving method can, as best (approximate) approximation (including Taylor expansion method), equation Root and the like
(2) The method itself can achieve any degree of accuracy, and gives 10 significant digits of the result
(3) analysis of the computational cost, convergence speed selection methods
(4) analyze the impact of the choice of method and storage method error error on the final result
(5) encourages the use of a variety of methods to solve, and make a comparative analysis of different methods, as appropriate points.
Explanation:
(1)? ? The range is [0,100],? ? The range is [0,3],? ? Versus? ? Have up to 5 digits
(1)采用本课程所讲方法中的任意一种方法求解即可,如最佳(近似)逼近(包括Taylor展开方法)、方程求根等;
(2)方法本身能够达到任意精度,并给出10位有效数字的结果;
(3)分析选用方法的计算代价、收敛速度等;
(4)分析选用方法的方法误差和存储误差对最终结果的影响;
(5)鼓励采用多种方法进行求解,并对不同方法进行比较分析,酌情加分。
说明:
(1)??的取值范围为[0,100],??的取值范围为[0,3], ??与??均最多5位有效数字;-Claim:
Either (1) the present curriculum stresses solving method can, as best (approximate) approximation (including Taylor expansion method), equation Root and the like
(2) The method itself can achieve any degree of accuracy, and gives 10 significant digits of the result
(3) analysis of the computational cost, convergence speed selection methods
(4) analyze the impact of the choice of method and storage method error error on the final result
(5) encourages the use of a variety of methods to solve, and make a comparative analysis of different methods, as appropriate points.
Explanation:
(1)? ? The range is [0,100],? ? The range is [0,3],? ? Versus? ? Have up to 5 digits
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下载文件列表
2012011497陆颖哲\solvexy\Debug\solvexy.exe
................\.......\.....\solvexy.ilk
................\.......\.....\solvexy.pdb
................\.......\ipch\solvexy-f05b2fba\solvexy-7dd8d7a6.ipch
................\.......\solvexy\Debug\CL.read.1.tlog
................\.......\.......\.....\CL.write.1.tlog
................\.......\.......\.....\link-cvtres.read.1.tlog
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................\.......\.......\.....\link.3944-cvtres.read.1.tlog
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................\.......\.......\.....\link.3948-cvtres.read.1.tlog
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................\.......\.......\.....\link.5184-cvtres.read.1.tlog
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................\.......\.......\.....\link.5184.read.1.tlog
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................\.......\.......\.....\link.read.1.tlog
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................\.......\.......\.....\rc.read.1.tlog
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................\.......\.......\.....\solvexy.exe.embed.manifest
................\.......\.......\.....\solvexy.exe.embed.manifest.res
................\.......\.......\.....\solvexy.exe.intermediate.manifest
................\.......\.......\.....\solvexy.lastbuildstate
................\.......\.......\.....\solvexy.log
................\.......\.......\.....\solvexy.obj
................\.......\.......\.....\solvexy.pch
................\.......\.......\.....\solvexy_manifest.rc
................\.......\.......\.....\stdafx.obj
................\.......\.......\.....\vc100.idb
................\.......\.......\.....\vc100.pdb
................\.......\.......\ReadMe.txt
................\.......\.......\solvexy.cpp
................\.......\.......\solvexy.vcxproj
................\.......\.......\solvexy.vcxproj.filters
................\.......\.......\solvexy.vcxproj.user
................\.......\.......\stdafx.cpp
................\.......\.......\stdafx.h
................\.......\.......\targetver.h
................\.......\solvexy.sdf
................\.......\solvexy.sln
................\.......\solvexy.suo
................\数值分析大作业2.docx
................\数值分析大作业2.pdf
................\solvexy\ipch\solvexy-f05b2fba
................\.......\solvexy\Debug
................\.......\Debug
................\.......\ipch
................\.......\solvexy
................\solvexy
2012011497陆颖哲