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Downloads SourceCode Mathimatics-Numerical algorithms Algorithm
Title: EM Download
 Description: EM algorithm code, the use of the electromagnetic mechanism to solve the optimization problem of the optimization algorithm can achieve the global optimal algorithm, and does not require differentiable objective function
 Downloaders recently: [More information of uploader 高成锋]
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Eletromagnetism-like-Algorithm-master
.....................................\Calc_Force_Move.m
.....................................\callOutputAndPlotFcns.m
.....................................\checkbound.m
.....................................\emalgorithm.m
.....................................\emcheckexit.m
.....................................\emdiagnose.m
.....................................\emengine.m
.....................................\emhybrid.m
.....................................\emoptimStruct.m
.....................................\emoptimget.m
.....................................\emoptimset.m
.....................................\emoutput.m
.....................................\emplotbestf.m
.....................................\emplotbestx.m
.....................................\emplotfuncount.m
.....................................\emplotmeanf.m
.....................................\emplotstopping.m
.....................................\empreprocess.m
.....................................\emupdates.m
.....................................\emvalidate.m
.....................................\functionHandleOrCell.m
.....................................\functionHandleOrCellArray.m
.....................................\gadsplot.m
.....................................\globaloptim
.....................................\...........\emalgorithm.xml
.....................................\...........\emmakedata.xml
.....................................\...........\emoptimset.xml
.....................................\...........\empreprocess.xml
.....................................\isFcn.m
.....................................\local_to_best.m
.....................................\nonNegInteger.m
.....................................\nonNegScalar.m
.....................................\positiveInteger.m
.....................................\positiveIntegerArray.m
.....................................\positiveScalar.m
.....................................\positiveScalarArray.m
.....................................\realScalar.m
.....................................\reshapeinput.m
    

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