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Description: 常微分方程求解程序，可以求解常微分方程的源程序
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Size: 67584 |
Author: hailuo |
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Description: This code converts regular RGB images into five other color systems--RBG,GRB,GBR,BRG,BGR.
Changing the color systems gives a different experience of how things could look even more beautiful in other colors.-This code converts regular RGB images into five other color systems--RBG,GRB,GBR,BRG,BGR.
Changing the color systems gives a different experience of how things could look even more beautiful in other colors.
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Size: 1024 |
Author: 阿利 |
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Description: 是 COLSYS 的更新版。国外有名的解常微分BVP的求解器，对奇异问题有很好的适应性。-C this package solves boundary value problems for
C ordinary differential equations, as described below.
C
C COLNEW is a modification of the package COLSYS by ascher,
C christiansen and russell [1]. It incorporates a new basis
C representation replacing b-splines, and improvements for
C the linear and nonlinear algebraic equation solvers.
C the package can be referenced as either COLNEW or COLSYS.
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Size: 30720 |
Author: 刘项 |
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Description: 一个解常微分边值问题的高端求解器，可以解显式表达的微分方程组，且此微分方程组的每一个方程可以容许4阶的微分。长于解非线性的奇异问题。内附论文。程序自带说明和算例。-Automatic Continuation With Collocation.
This Package Solves `Stiff Boundary Value Problems For Ordinary Differential Equations By Using Continuation, As Described Below.
Colmod Is A Revised Version Of The Package Colnew By Ascher And Bader [2], Which In Turn Is A Modification Of The Package Colsys By Ascher, Christiansen And Russell [1]. Colmod Has Been Adapted To Allow An Automatic Continuation Strategy To Be Used. The Mesh Selection Algorithm Used In Colmod Differs From That Used In Colnew.
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Size: 246784 |
Author: 刘项 |
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Description: 单精度COLSYS子程序，用于求解常微分线性、非线性方程组。经过扩容后版本，可以求解1000个最高阶次为4阶的方程。-Single precision COLSYS subroutine for solving ordinary differential linear, non-linear equations. Expansion or later, you can solve the 1000 highest order for the fourth-order equation.
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Size: 35840 |
Author: 朱颖 |
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Description: 双精度COLSYS子程序，用于求解常微分线性、非线性方程组。经过扩容后版本可以求解1000个最高阶次为4阶的方程组。并达到令人满意的精度。-Double precision COLSYS subroutine, used to solve ordinary differential linear, nonlinear equations. After expansion version can solve the 1000 highest order for 4 order equation. And achieve satisfactory precision.
Platform: |
Size: 35840 |
Author: 朱颖 |
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