- Category:
- Algorithm
- Tags:
-
- File Size:
- 9kb
- Update:
- 2018-05-15
- Downloads:
- 0 Times
- Uploaded by:
- 血月1
Description: Calculate binary function extremes using various methods, such as steepest descent, Newton's method, conjugate gradient method, quasi-Newton method, trust region method, etc.
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File list (Check if you may need any files):
Filename | Size | Date |
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信赖域方法\fun.m | 52 | 2018-05-15
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信赖域方法\gfun.m | 81 | 2018-05-15
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信赖域方法\Hess.m | 149 | 2018-05-15
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信赖域方法\trustm.m | 1492 | 2018-05-15
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信赖域方法\trustq.m | 1933 | 2009-11-26
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最速下降法与牛顿法\dampnm.m | 1196 | 2018-05-09
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最速下降法与牛顿法\fun.m | 52 | 2018-05-09
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最速下降法与牛顿法\gfun.m | 81 | 2018-05-09
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最速下降法与牛顿法\grad.m | 655 | 2018-05-15
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最速下降法与牛顿法\Hess.m | 149 | 2009-09-04
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最速下降法与牛顿法\revisenm.m | 1213 | 2009-09-05
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wolfe\fun.m | 63 | 2018-04-19
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wolfe\gfun.m | 88 | 2018-04-19
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wolfe\Wolfe.m | 1146 | 2018-04-20
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共轭梯度法\frcg.m | 950 | 2018-05-09
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共轭梯度法\fun.m | 52 | 2018-05-09
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共轭梯度法\gfun.m | 81 | 2018-05-09
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拟牛顿法\bfgs.m | 945 | 2018-05-09
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拟牛顿法\broyden.m | 1036 | 2009-09-07
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拟牛顿法\dfp.m | 862 | 2009-09-07
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拟牛顿法\fun.m | 52 | 2018-05-09
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拟牛顿法\gfun.m | 81 | 2018-05-09
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拟牛顿法\sr1.m | 785 | 2009-09-06
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信赖域方法 | 0 | 2018-05-09
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最速下降法与牛顿法 | 0 | 2018-05-09
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wolfe | 0 | 2018-04-20
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共轭梯度法 | 0 | 2018-05-09
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拟牛顿法 | 0 | 2018-05-09 |