Description: The classical topics practical optimization method, including the DFP algorithm, conjugate gradient method, interior point method, damped Newton method, the steepest descent method, are required to perform the MATLAB software, the correct output results.
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最优化方法中的经典题目\DFP算法\dfp.asv
......................\.......\dfp.m
......................\.......\dfpmain.m
......................\.......\f0.m
......................\.......\f1_tidu.m
......................\.......\newton.m
......................\共轭梯度法\f0.asv
......................\..........\f0.m
......................\..........\f1_tidu.asv
......................\..........\f1_tidu.m
......................\..........\gditu.asv
......................\..........\gditu.m
......................\..........\gongetidu.asv
......................\..........\gongetidu.m
......................\..........\netown.asv
......................\..........\netown.m
......................\内点法\dfp.asv
......................\......\dfp.m
......................\......\dfpmain.asv
......................\......\dfpmain.m
......................\......\newton.asv
......................\......\newton.m
......................\......\pengbihanshu.m
......................\......\pengbiyinzi.m
......................\......\suc_fail.asv
......................\......\suc_fail.m
......................\......\Untitled2.asv
......................\......\Untitled2.m
......................\外点法\dfp.m
......................\......\dfpmain.m
......................\......\newton.m
......................\最速下降法\f0.asv
......................\..........\f0.m
......................\..........\f1_tidu.asv
......................\..........\f1_tidu.m
......................\..........\netown.asv
......................\..........\netown.m
......................\..........\zuisu.asv
......................\..........\zuisu.m
......................\..........\zuisu_main.asv
......................\..........\zuisu_main.m
......................\.枘崤6俜╘f0.asv
......................\..........\f0.m
......................\..........\f1_tidu.m
......................\..........\haisai.asv
......................\..........\haisai.m
......................\..........\netown.asv
......................\..........\netown.m
......................\..........\zunewton.asv
......................\..........\zunewton.m
......................\..........\zunewton_main.asv
......................\..........\zunewton_main.m
......................\DFP算法
......................\共轭梯度法
......................\内点法
......................\外点法
......................\最速下降法
......................\阻尼牛顿法
最优化方法中的经典题目