ֺIntegralFun1D
MittagLeffler㾫
Ϻʽ

10.0.0.9 汾 By 2025/12/30
INSISWOŻ
ԲϹ
WrightOmegaWrightBessel⺯
GeoConvexHull͹㺯
SuperSphereFitϺ
DataMeanAngleȾֵ㺯
ӾSinCosTanLog...
IntegralEquFredholm2IntegralEquVolterra2㷨
޸ͼؼͼɳBug
޸QuadProgι滮ʧܵ
޸żڵBug

10.0.0.8 汾 By 2024/08/25
ӶϹ
ӷֶζʽϹ
GTORUNAutoŻ
ʱģ
ʽŻê㺯
ھ㴰Ӵ⺯
޸һЩɳBug

10.0.0.6 汾 By 2023/10/18
LGSWOSWO2ʽŻ㷨
°żʽ
˲SGNLSM˲

10.0.0.3 汾 By 2023/08/01
һάFFTͨ˲
һάۼƻ
һάWhittakerƽ뺯
ӶάٸҶ任άٸҶ任
BesselAiryZetaԲκſ˱Ⱥһֵ85⺯㴰
ӶʽǶ׼
ŻЧ
޸һЩ֪BUG

10.0.0.2 汾 By 2022/11/15
֧FIRIIR˲ƹ
LLAECEFENUת
ʽŻ(RUNSC㷨)
ָ
KS˫麯
ADKS麯
ADKSJBSWSFW̬Լ麯
ӳĸʷֲܶȺú
һЩ缤Լýӿ

//*************************************************
10.0.0.1 汾 By 2021/02/28
SVM⺯
ģͺ
ֶٹģʹ

//*************************************************
10.0 汾 By 2020/01/12
ݶŻ,ɸŻĿ
Ż
ַ
ӷűʽ󵼡ȹ
һЩλSE3SO3ȼ㺯
Сֽ⺯
Ӷ
web
һЩͼ
һЩȹ
Ӳӹ
Ӷάʽ
ӷԸ߼Ϲ
Ӽͼ
滻
ļĿ¼ຯ
ַຯ
Ż˻ͼݴ
Ż˹ʽЧ

//**************************************************

9.0汾 By 2015/10/25

⺯֮άֱϺ{LineFit2<\LineFit2>}
⺯֮{EllipseFit<\EllipseFit>}Ա׼庯
⺯֮{EllipseFit2<\EllipseFit2>}ԷǱ׼Բ庯
⺯֮߼{SigmoidFitGA<\SigmoidFitGA>}
ȡ{RelativeError<\RelativeError>}
ʱԤ֮1ָƽ㷨{ForecastExpSmooth1<\ForecastExpSmooth1>}
ʱԤ֮2ָƽ㷨{ForecastExpSmooth2<\ForecastExpSmooth2>}
ʱԤ֮3ָƽۼ㷨{ForecastExpSmoothAdd<\ForecastExpSmoothAdd>}
ʱԤ֮3ָƽ۳㷨{ForecastExpSmoothMul<\ForecastExpSmoothMul>}
Ӷά֮ϵͳ{FractalIFS<\FractalIFS>}
Ӷά֮ϵͳ{FractalIFS2<\FractalIFS2>}
Ӷά֮Mandelbrot{FractalMandelbrot<\FractalMandelbrot>}
Ӷά֮Mandelbrot{FractalMandelbrot2<\FractalMandelbrot2>}
Ӷά֮ţٵ{FractalNewton<\FractalNewton>}
Ӷά֮˹ٷɭ{FractalSteffensen<\FractalSteffensen>}
Ӷά֮Sierpinski㷨ͼ{ImageFromFractal2Dt<\ImageFromFractal2D>}
ӶάԪ溯{SimulationFEM2D<\SimulationFEM2D>}
ӻɢͼ{PlotPoint2D<\PlotPoint2D>}
Ӵָʽͼκ{ImageFromFunction<\ImageFromFunction>}
ӽɢӳ䵽ں{MapValue<\MapValue>}
ӵֲ̬δֵ֪ʱ׼ƺ{NormalIntervalStd<\NormalIntervalStd>}
ֲ̬֮ƺ{NormalIntervalStdTwo<\NormalIntervalStdTwo>}
ӵֲֵ̬ƺ{NormalIntervalAvg<\NormalIntervalAvg>}
ֲֵ̬ƺ{NormalIntervalAvgTwo<\NormalIntervalAvgTwo>}
ֲֵ̬ƺ{NormalIntervalAvgTwo2<\NormalIntervalAvgTwo2>}
ֲֵ̬ƺ{NormalIntervalAvgTwo4<\NormalIntervalAvgTwo4>}
һtֵ麯{TestT1<\TestT1>}
tֵ麯{TestT2<\TestT2>}
Pearsonϵ麯{TestTPearson<\TestTPearson>}
Spearmanϵ麯{TestTSpearman<\TestTSpearman>}
ݶȷƥ亯{DataMatch<\DataMatch>}
ݽƽ{DataSmooth<\DataSmooth>}{DataSmooth2<\DataSmooth2>}
Ӳֵָĺ{GetPeaks<\GetPeaks>}
Ӱָ滻ݺ{ReplaceByCondition<\ReplaceByCondition>}
ӷΧѡȡ{Range<\Range>}
ӻȡָݺ{GetMatrixPart<\GetMatrixPart>}
ʱʽת{GetTimeNumber<\GetTimeNumber>}
Ƴָݺ{ReMove<\ReMove>}
Ƴָݺ{ReMoveByIndex<\ReMoveByIndex>}
ӻȡ洢նȾС{GetSparseSize<\GetSparseSize>}
ӻȡ洢նȾԪظ{GetSparseSize2<\GetSparseSize2>}
ƽθ꺯{GetRegularPolygonXY<\GetRegularPolygonXY>}
ӷűʽ{Sum<\ʽ>}{Mul<\ʽ>}֧
ҳԴץȡ{GetTextFromUrl<\ʽ\GetTextFromUrl>}
Ļ亯{FillScreen<\FillScreen>}
ӵλ
ݱΪıĵʽʱ

//**************************************************

8.0汾 By 2015/03/23

Ӷάֵ{InterpolationRBF2D<\InterpolationRBF2D>}
ӶάȨϵֵ{InterpolationWF2D<\InterpolationWF2D>}
Ӷάֵ{InterpolationRBF<\InterpolationRBF>}
ӶάȨϵֵ{InterpolationWF<\InterpolationWF>}
֮Ŵ㷨{SolveImplicitGA<\SolveImplicitGA>}
֮Ⱥ㷨{SolveImplicitPSO<\SolveImplicitPSO>}
ַ֮{SolveImplicitDichotomy<\SolveImplicitDichotomy>}
֮㷨{SolveImplicitSF<\SolveImplicitSF>}
Ӹϵ֮Ŵ㷨{nlinFitPluralGA<\nlinFitPluralGA>}
Ӹϵ֮Ⱥ㷨{nlinFitPluralPSO<\nlinFitPluralPSO>}
ӸϵԷ֮Ŵ㷨{nlinSolvePluralGA<\nlinSolvePluralGA>}
ӸϵԷ֮Ⱥ㷨{nlinSolvePluralPSO<\nlinSolvePluralPSO>}
ӸϵԷ⺯{PluralSolveEquation<\PluralSolveEquation>}
ӷ֮Ⱥ㷨{nlinFit4<\nlinFit4>}
ӷԷ֮Ⱥ㷨{nlinSolve2<\nlinSolve2>}
ӺСֵ֮Ⱥ㷨{nlinSolveMinPSO<\nlinSolveMinPSO>}
ӷԹ滮֮Ŵ㷨{nlinProgGA<\nlinProgGA>}
ӷԹ滮֮Ⱥ㷨{nlinProgPSO<\nlinProgPSO>}
ӷԻ滮֮Ŵ㷨{nlinProgIntGA<\nlinProgIntGA>}
ӷԻ滮֮Ⱥ㷨{nlinProgIntPSO<\nlinProgIntPSO>}
GaussLorentz϶Ϻ{MultiPeakFit<\MultiPeakFit>}
ָϺ{ExpFitGA<\ExpFitGA>}
ӸҶϺ{FourierFitGA<\FourierFitGA>}
Բ淽Ϻ{CylindFit<\CylindFit>}
Ӷػ֮˹ֺ{IntergalMultiple<\IntergalMultiple>}
Ӷػ֮㷨{IntergalMultiple2<\IntergalMultiple2>}
Ӷػ֮˹ֺ{IntegralxyGauss<\IntegralxyGauss>}
Ӷػ֮ݺ{IntegralxyRomberg<\IntegralxyRomberg>}
Ӷػ֮ɭֺ{IntegralxySimpson<\IntegralxySimpson>}
һάԲ̬⺯{DynamicWave1D<\DynamicWave1D>}
ƽ{SmoothGrid<\SmoothGrid>}
ֵչ{InterpolationExpand<\InterpolationExpand>}
ͼ˲Ȩģ庯{ImageFilterMatrix<\ImageFilterMatrix>}
Թ滮{LinProgInt<\LinProgInt>}
0-1Թ滮{LinProg01<\LinProg01>}
ָԹ滮{LinProgAssign<\LinProgAssign>}
ԲϺ{EllipseFit<\EllipseFit>}
ظ{Duplicate<\Duplicate>}
Ӷάɺ{MeshGrid2<\MeshGrid2>}
ַͼӳ亯{MapToString<\MapToString>}
״ƺ{Surf2<\Surf2>}
״ͼƺ{Cloud2<\Cloud2>}
ָаҺ{FindInCol<\FindInCol>}
άͼ{plotimplicit3<\plotimplicit3>}һBug
Թ滮{LinProg<\LinProg>}Bug,㷨η
޸Իع麯{LinReg<\LinReg>}ںԼⷽʽ,Ա֤׼ȷ
ڳĿ¼аʱ޷Bug
󵼺{SymExpressionDerivation<\SymExpressionDerivation>}һBug
ʾɫʱʱҵBug
Ļúɫָʾͷ޵Bug
ڴЩӳBug

//**************************************************

7.0汾 By 2014/10/28

ӴʱжϡѭжϹ
{IntegralCortez<\IntegralCortez>}{IntegralCos<\IntegralCos>}{IntegralDiff<\IntegralDiff>}{IntegralGauss<\IntegralGauss>}{IntegralGaussAdapt<\IntegralGaussAdapt>}{IntegralInfinite<\IntegralInfinite>}{IntegralSimpson<\IntegralSimpson>}{IntegralSpline<\IntegralSpline>}{IntegralExp<\IntegralExp>}{IntegralRomberg<\IntegralRomberg>}{IntegralSin<\IntegralSin>}Ծʶ
ʽϺ{RationalFit<\RationalFit>}
Ŵ㷨ĿʽСֵ{nlinSolveMinGA<\nlinSolveMinGA>}
ϡҳ˺{SparseMul<\SparseMul>}
ϡ˺{SparseMul2<\SparseMul2>}
ϡתҳ˺{SparseMulT<\SparseMulT>}
ϡת˺{SparseMulT2<\SparseMulT2>}
ϡ󴴽{SparseCreate<\SparseCreate>}
ϡԽǷ⺯{SolveSparseDiagonalLU<\SolveSparseDiagonalLU>}
ϡ󷽳⺯{SolveSparseBCG<\SolveSparseBCG>}
ϡ󷽳⺯{SolveSparseCG<\SolveSparseCG>}
ϡ󷽳⺯{SolveSparseCGS<\SolveSparseCGS>}
ϡ󷽳⺯{SolveSparseGCR<\SolveSparseGCR>}
ϡ󷽳⺯{SolveSparseLDL<\SolveSparseLDL>}
ϡ󷽳⺯{SolveSparseSOR<\SolveSparseSOR>}
ϡ󷽳⺯{SolveSparseCGNE<\SolveSparseCGNE>}
ϡ󷽳⺯{SolveSparseCGNR<\SolveSparseCGNR>}
ϡ󷽳⺯{SolveSparseBICG<\SolveSparseBICG>}
ϡ󷽳⺯{SolveSparseBICGS<\SolveSparseBICGS>}
ϡ󷽳⺯{SolveSparseBICGS2<\SolveSparseBICGS2>}
ϡ󷽳⺯{SolveSparseFOM<\SolveSparseFOM>}
ϡ󷽳⺯{SolveSparseGMRES<\SolveSparseGMRES>}
ϡ󷽳⺯{SolveSparseNESOR<\SolveSparseNESOR>}
ϡ󷽳⺯{SolveSparseNRSOR<\SolveSparseNRSOR>}
ϡ󷽳⺯{SolveSparseRNSD<\SolveSparseRNSD>}
ϡ󷽳⺯{SolveSparseTFQMR<\SolveSparseTFQMR>}
ϡ󷽳⺯{SolveSparseGPBICG<\SolveSparseGPBICG>}
Ӷ׳΢ֵַ⺯{ODEBoundary<\ODEBoundary>}
һ׳΢ַ⺯{ODESolveAdams<\ODESolveAdams>}
һ׳΢ַ⺯{ODESolveEuler<\ODESolveEuler>}
һ׳΢ַ⺯{ODESolveRK4<\ODESolveRK4>}
һ׳΢ַ⺯{ODESolveRK36<\ODESolveRK36>}
Ʒһ΢ֵ{DiffFirstOrder<\DiffFirstOrder>}
㹫ʽһ΢ֵ{DiffFirstOrder2<\DiffFirstOrder2>}
㹫ʽ΢ֵ{DiffSecondOrder<\DiffSecondOrder>}
ͬ෽⺯{BgLineCongEquation<\BgLineCongEquation>}
ʽ㺯{BgIntegerExpression<\BgIntegerExpression>}
ӶԪһβϵ⺯{BgInEquationTwo1<\BgInEquationTwo1>}
չŷº{BgExtendgcd<\BgExtendgcd>}
ɷַ{DataPCA<\DataPCA>}
ļֽڶȡ{FileRead<\FileRead>}
ļֽд뺯{FileWrite<\FileWrite>}
Զʽ{SolveRootIteration<\SolveRootIteration>}
ӻֺʽ֧
ж̬Բˮƽλƽ⺯{DynamicWaveU<\DynamicWaveU>}
ж̬Բֱλƽ⺯{DynamicWaveV<\DynamicWaveV>}
ӸҶϺ{FourierFit<\FourierFit>}
(Բ)Ϻ{SphereFit<\SphereFit>}
һԪһ׻ҶԤģͺ{ForecastGray<\ForecastGray>}
ͼζֵ{ImageToBinary<\ImageToBinary>}
ͼHSBȡ{ImageToHSB<\ImageToHSB>}
ͼֵ˲{ImageMedianFilter<\ImageMedianFilter>}
ͼ˲{ImageFilter<\ImageFilter>}
ͼθ˹ģ庯{ImageTemplateGauss<\ImageTemplateGauss>}
ͼθ˹˹ģ庯{ImageTemplateGaussLap<\ImageTemplateGaussLap>}
жͼǷΪҶͼ{ImageIsGray<\ImageIsGray>}
Ӵɷȡֵ{ImageAutoThreshold<\ImageAutoThreshold>}
Ӱֵ{SetDataByIndex<\SetDataByIndex>}
Ӱָݺ{SetDataByCondition<\SetDataByCondition>}
ӷַӺ{SymAppend<\SymAppend>}
жϱǷں{VariableIsExist<\VariableIsExist>}
ӽ桾㡿롾ʽɫл
ӰסCtrlƶڵĹ
ȫµİĵ,Զļ
޸Ĺֺ{IntegralInfinite<\IntegralInfinite>}{IntegralInfinite2<\IntegralInfinite2>}㷨
ʽϺ{PolyFit<\PolyFit>}һBug
ͼ{Plot<\Plot>}{Plot3<\Plot3>}{PlotYY<\PlotYY>}{SubPlot<\SubPlot>}ԪֻһʱBug
Զ봰޷ǰʾBug
ԱʽһЩBug

//**************************************************

6.0汾 By 2014/5/1
˫ƺ{PlotYY<\PlotYY>}
T麯{TestT<\TestT>}
F麯{TestF<\TestF>}
Z麯{TestZ<\TestZ>}
һάɢHaarС任{DWTHaar<\DWTHaar>}
ӶάɢHaarС任{DWTHaar2<\DWTHaar2>}
һάɢHaarСع{IDWTHaar<\IDWTHaar>}
ӶάɢHaarСع{IDWTHaar2<\IDWTHaar2>}
ɢо㺯{Convolution<\Convolution>}
ӷԷϺ{nlinFit2<\nlinFit2>}
ӷԷϺ{nlinFitDE<\nlinFitDE>}
ӷԷϺ{nlinFitPSO3<\nlinFitPSO3>}
Ӹ˹Ϻ{GaussFit<\GaussFit>}
ӷԷ⺯{nlinSolve<\nlinSolve>}
ӷԷ⺯{nlinSolvePSO3<\nlinSolvePSO3>}
ӷԷ⺯{nlinSolveRosenBrock<\nlinSolveRosenBrock>}
ֱָת溯{SurfRota<\SurfRota>}
ָƶ溯{SurfMove<\SurfMove>}
Mittag-Leffler{MittagLeffler<\MittagLeffler>}
ӰΧ{SetDataByRange<\SetDataByRange>}
תҶͼ{ImageToGray<\ImageToGray>}
Ӵ{Argb<\Argb>}ȡɫ{ImageToArgb<\ImageToArgb>}
Ӵӻͼֱͼ{ImageHist<\ImageHist>}
Թһ{StandardDeviation<\StandardDeviation>}
ӱ׼{StandardScore<\StandardScore>}
ȡģת{StandardNorm<\StandardNorm>}
{Xor<\Xor>}
ӻ{Or<\Or>}
{And<\And>}
ӷ{Not<\Not>}
ļܽ{FileEncryption<\FileEncryption>}
д˹ʽ{Det<\Det>}
д˹{SolveEquationGauss<\SolveEquationGauss>}
ִԶ庯ʱһBug
ͼȡڵһЩ
ʽӶ{adj<\adj>} {det<\det>}{det2<\det2>}{erf<\erf>}{hess<\hess>}{int<\int>}{inv<\inv>}{inv2<\inv2>}{inv4<\inv4>}{jordan<\jordan>}{max<\max>}{min<\min>}{orth<\orth>}ʶ
һЩС

//**************************************************

5.5汾 By2013/12/06
ǿ㡿ڳں,١ݼ
Ӷάͼ{PlotImplicit2<\PlotImplicit2>}
άͼ{PlotImplicit3<\PlotImplicit3>}
ӷŴ㷨{nlinFitGA<\nlinFitGA>}
ӷȺ㷨{nlinFitPSO<\nlinFitPSO>}
ӷԷŴ㷨{nlinSolveGA<\nlinSolveGA>}
ӷԷȺ㷨{nlinSolvePSO<\nlinSolvePSO>}
ӷԷLM㷨{nlinSolveLM2<\nlinSolveLM2>}
ӵȲ4һ׳΢ַ麯{DiffEquationRK4<\DiffEquationRK4>}
ӱ䲽4-5һ׳΢ַ麯{DiffEquationRKF45<\DiffEquationRKF45>}
΢㷨ֺ{IntegralDiff<\IntegralDiff>}
ӷϺ{nlinFitLM<\nlinFitLM>}
ӻƼ{PlotPolar<\PlotPolar>}
Ӱ{GetDataByIndex<\GetDataByIndex>}
Ӳֵɺ{InterpolationCode<\InterpolationCode>}
ӶԻͼ{Plot<\Plot>}ͼνšעȹ
ʽ{RegularExpressions<\RegularExpressions>}
ͼƬARGBֵȡ{ImageImport<\ImageImport>}
ͼƬɺ{ImageExport<\ImageExport>}
ļʽԴݵĵ롢
Ϊη^
{SymExpressionDerivation<\SymExpressionDerivation>}󵼺Ӷ{Gamma<\Gamma>}{LnGamma<\LnGamma>}{Erf<\Erf>}{Erfc<\Erfc>}{Sign<\Sign>}{Abs<\Abs>}{SineIntegral<\SineIntegral>}{CosineIntegral<\CosineIntegral>}{DilogarithmIntegral<\DilogarithmIntegral>}{EllipticE<\EllipticE>}{EllipticK<\EllipticK>}{Ei<\Ei>}Ⱥʶ
˫б//עĹ.
VB.NET򵥱༭.Ҽ༭
ǿ㷨Ч뾫{IntegralRomberg<\IntegralRomberg>}
ָVB.NETԶʶĹ
{SolveEquationOrth<\SolveEquationOrth>}һBug
{SymExpressionSimplif<\SymExpressionSimplif>}ŻһBug
{EigTor<\EigTor>}Bug
{MulSum<\MulSum>}Bug
мͷʱʾλóBug
ɫʱı˸
ʾʱ
ʽ
{ErdelyiG<ʽ\ErdelyiG>}
{FractionalPart<ʽ\FractionalPart>}
{HarmonischeZahlen<ʽ\HarmonischeZahlen>}
˫׳{DoubleFactorial<ʽ\DoubleFactorial>}
{MulLog<ʽ\MulLog>}Щ¼

//**************************************************

4.9汾 By2013/07/17
ӶɫС򱳾ɫܡҼѡ
㡿ڸ:
{Plot<\Plot>}ͼ,ͼԶΡԶȹ.
󼫴ֵ㺯{MaxPeakValue<\MaxPeakValue>}
Сֵ㺯{MinPeakValue<\MinPeakValue>}
ţɽһԪ{SolveRootNewton2<\SolveRootNewton2>}
ֵӳ亯{ValueMapping<\ValueMapping>}
ֵ䰴ӳ亯{ValueMappingCol<\ValueMappingCol>}
ֵ䰴ӳ亯{ValueMappingRow<\ValueMappingRow>}
ӿ׳˺{BgFactorialFast<\BgFactorialFast>}
ӵ˺{DiracDelta<\DiracDelta>}
Ӵ٤{BgGamma<\BgGamma>}
̬亯{NormalConfidenceInterval<\NormalConfidenceInterval>}
2̬亯{NormalConfidenceInterval2<\NormalConfidenceInterval2>}
ϡԳ麯{SpSolveEquationCG<\SpSolveEquationCG>}
ϡԳƷֵ{SpEigValueRP<\SpEigValueRP>}
Ӱزֵ{InterpolationHermite<\InterpolationHermite>}
ӷֶζʽֵ{InterpolationPolynomial<\InterpolationPolynomial>}
Bezierֵ߲{InterpolationBezier<\InterpolationBezier>}
ֺ{IntegralSpline<\IntegralSpline>}
ֲ̬{RandND<\RandND>}
ͬ{RandLCG<\RandLCG>}
ɺ{RandHalton<\RandHalton>}
Bellʽ{PolyBell<\PolyBell>}
{Bessel<\Bessel>}ʽ{PolyBessel<\PolyBessel>}
{Jacobsthal<\Jacobsthal>}{BgJacobsthalNumber<\BgJacobsthalNumber>}
{Acosh<\Acosh>}{Acot<\Acot>}{Acoth<\Acoth>}{Acsc<\Acsc>}{Acsch<\Acsch>}{Asec<\Asec>}{Asech<\Asech>}{Asinh<\Asinh>}{Atanh<\Atanh>}{Coth<\Coth>}{Csc<\Csc>}{Csch<\Csch>}{Sec<\Sec>}{Sech<\Sech>}ʶ.
ļֱҷȡĹ
{GeoPlot<\GeoPlot>}ĳЩб
{Find<\Find>}ڲֵָʱܵʾҵĽ
ʽϺ{PolyFit<\PolyFit>}ڷЩֵʱ򣬻һŵ
Lagrangeֵ{InterpolationLagrange<\InterpolationLagrange>}ĳЩ²ֵ
ʽ{PolyEig<\PolyEig>}ĳЩг
{SymExpressionSimplif<\SymExpressionSimplif>}һϵд,
űʽ̫
бȽϳıʽ
ĳЩѧʶ
ʱһЩոʶ
ʽڸ:
Ӽεƽ{MeanGeometryHarmonic<ʽ\MeanGeometryHarmonic>}
ƽ{MeanArithmeticGeometric<ʽ\MeanArithmeticGeometric>}
ӳ˻{MulLog<ʽ\MulLog>}
ӱȽϴСĺ{Compare<ʽ\Compare>}
ʽϵ{Binomial<ʽ\Binomial>}
Dilogarithmֺ{DilogarithmIntegral<ʽ\DilogarithmIntegral>}

//**************************************************

3.0.0.0汾 By2013/1/17

2̵,ȫ.
3ӴͼƬȡݹ.Ҽͼݡ

㡿ڸ:
BSM㷨Է麯{nlinSolveBSM<\nlinSolveBSM>}
BFS㷨Է麯{nlinSolveBFS<\nlinSolveBFS>}
Ľ㷨Է麯{nlinSolveDT4<\nlinSolveDT4>}
SORɳڵԷ麯{SolveSOR<\SolveSOR>}
Ӧ2˹ֺ{IntegralGaussAdapt<\IntegralGaussAdapt>}
Ӹĵ˹{Lobatto<\Lobatto>}Ļֺ{IntegralGaussLobatto<\IntegralGaussLobatto>}
ѡԪľǷֽ⺯{LUP<\LUP>}{LUP2<\LUP2>}
ȫѡԪľǷֽ⺯{LUPQ<\LUPQ>}{LUPQ2<\LUPQ2>}
ӳȱ任ĺ{Inv4<\Inv4>}
Ӱ˻{ColMul<\ColMul>}
ִСʽڱʽĺ{PluralRun<\PluralRun>}
Ԫӷĺ{QuaternionAdd<\QuaternionAdd>}
Ԫĺ{QuaternionSub<\QuaternionSub>}
Ԫ˷ĺ{QuaternionMul<\QuaternionMul>}
Ԫĺ{QuaternionDiv<\QuaternionDiv>}{QuaternionDiv2<\QuaternionDiv2>}
Ԫĺ{QuaternionDotProduct<\QuaternionDotProduct>}
Ԫĺ{QuaternionOuterProduct<\QuaternionOuterProduct>}
Ԫżĺ{QuaternionEvenProduct<\QuaternionEvenProduct>}
Ԫĺ{QuaternionCrossProduct<\QuaternionCrossProduct>}
Ԫ㹲ĺ{QuaternionConj<\QuaternionConj>}
Ԫŵĺ{QuaternionSign<\QuaternionSign>}
Ԫǵĺ{QuaternionArg<\QuaternionArg>}
Ԫָηĺ{QuaternionExp<\QuaternionExp>}
ԪȻĺ{QuaternionLog<\QuaternionLog>}
Ԫηĺ{QuaternionPow<\QuaternionPow>}
Ԫ㿪ĺ{QuaternionSqrt<\QuaternionSqrt>}
Ԫҵĺ{QuaternionSin<\QuaternionSin>}
Ԫҵĺ{QuaternionCos<\QuaternionCos>}
Ԫеĺ{QuaternionTan<\QuaternionTan>}{QuaternionTan2<\QuaternionTan2>}
Ԫеĺ{QuaternionCot<\QuaternionCot>}{QuaternionCot2<\QuaternionCot2>}
Ԫ˫ҵĺ{QuaternionSinh<\QuaternionSinh>}
Ԫ˫ҵĺ{QuaternionCosh<\QuaternionCosh>}
Ԫ˫еĺ{QuaternionTanh<\QuaternionTanh>}{QuaternionTanh2<\QuaternionTanh2>}
Ԫ˫еĺ{QuaternionCoth<\QuaternionCoth>}{QuaternionCoth2<\QuaternionCoth2>}
Ԫ㷴˫ҵĺ{QuaternionAsinh<\QuaternionAsinh>}
Ԫ㷴˫ҵĺ{QuaternionAcosh<\QuaternionAcosh>}
Ԫ㷴˫еĺ{QuaternionAtanh<\QuaternionAtanh>}
Ԫ㷴˫еĺ{QuaternionAcoth<\QuaternionAcoth>}
Ԫ㷴ҵĺ{QuaternionAsin<\QuaternionAsin>}
Ԫ㷴ҵĺ{QuaternionAcos<\QuaternionAcos>}
Ԫ㷴еĺ{QuaternionAtan<\QuaternionAtan>}
Ԫ㷴еĺ{QuaternionAcot<\QuaternionAcot>}
Ԫ㵹ĺ{QuaternionInv<\QuaternionInv>}

ʽڸ:
ӳ׳˺{HyperFactorial<ʽ\HyperFactorial>}
ӿĺ{kelvinkei<ʽ\kelvinkei>}
ӿĺ{kelvinker<ʽ\kelvinker>}

//**************************************************

2.1.1.5汾 By2012/11/25
ҼֱִдĹ
㡿ڸ:
٤{InverseGamma<\InverseGamma>}
󷴱{InverseBeta<\InverseBeta>}
ǿ˶άռͼ{Plot<\Plot>}Ĺ.
{Plot3<\Plot3>}Ļͼڸı䴰ڴСʱ,.ɫʱ߿Ϊ1Ĵ.
ʽڸ:
Ӹη{Pow<ʽ\Pow>}
Ӹ{Beta<ʽ\Beta>}
Ӹһ౴{BesselJ<ʽ\BesselJ>}
Ӹڶ౴{BesselY<ʽ\BesselY>}
Ӹĵһ౴{BesselI<ʽ\BesselI>}
Ӹĵڶ౴{BesselK<ʽ\BesselK>}
ӸһHankel{Hankel1<ʽ\Hankel1>}
ӸڶHankel{Hankel2<ʽ\Hankel2>}
ӸDirichlet Lambda{DirichletLambda<ʽ\DirichletLambda>}
Ӹ{Dirichlet<ʽ\Dirichlet>} {Eta<ʽ\Eta>}{DirichletEta<ʽ\DirichletEta>}
Ӹ²ȫ٤{GammaIncompleteLower<ʽ\GammaIncompleteLower>}
Ӹϲȫ٤{GammaIncompleteUpper<ʽ\GammaIncompleteUpper>}
ӸһAiry{AiryAiDerivative<ʽ\AiryAiDerivative>}
ӸڶAiry{AiryBiDerivative<ʽ\AiryBiDerivative>}
Ӹ󿪶Bei{kelvinbei<ʽ\kelvinbei>}
Ӹ󿪶Ber{kelvinber<ʽ\kelvinber>}
ӸJ{SphericalBesselJ<ʽ\SphericalBesselJ>}
ӸY{SphericalBesselY<ʽ\SphericalBesselY>}
Ӹһ򺺿˶{SphericalHankel1<ʽ\SphericalHankel1>}
Ӹڶ򺺿˶{SphericalHankel2<ʽ\SphericalHankel2>}
ӸStruveֵĺ{StruveH<ʽ\StruveH>}
ӸStruveֵĺ{StruveL<ʽ\StruveL>}
ӸBernoulliʽ{PolyBernoulli<ʽ\PolyBernoulli>}
ӸһChebyshevʽ{PolyChebyshevT<ʽ\PolyChebyshevT>}
ӸڶChebyshevʽ{ChebyshevU<ʽ\ChebyshevU>}
ӸEulerʽ{PolyEuler<ʽ\PolyEuler>}
ӸHermiteʽ{PolyHermite<ʽ\PolyHermite>}
ӸLaguerreʽ{PolyLaguerre<ʽ\PolyLaguerre>}
ӸLegendreʽ{PolyLegendre<ʽ\PolyLegendre>}
ӸLucasʽ{PolyLucas<ʽ\PolyLucas>}
ӸPellʽ{PolyPell<ʽ\PolyPell>}
ӸRookʽ{PolyRook<ʽ\PolyRook>}
ӸSpreadʽ{PolySpread<ʽ\PolySpread>}
ӸTouchardʽ{PolyTouchard<ʽ\PolyTouchard>}
ӸAngerE{AngerE<ʽ\AngerE>}
ӸAngerJ{AngerJ<ʽ\AngerJ>}
ӸҺ{LogSine<ʽ\LogSine>}
ӸҺ{LogCosine<ʽ\LogCosine>}
Ӹ󷴰ʸ{InverseHaversine<ʽ\InverseHaversine>}{InverseHaversine2<ʽ\InverseHaversine2>}
Ӹκ{HypergeometricM<ʽ\HypergeometricM>}
Ӹκ{HypergeometricU<ʽ\HypergeometricU>}
ӸWhittakerM{WhittakerM<ʽ\WhittakerM>}
ӸWhittakerW{WhittakerW<ʽ\WhittakerW>}
ӸǶʽ{LaguerreL<ʽ\LaguerreL>}
Ӹһ಻ȫԲֺ{EllipticF<ʽ\EllipticF>}
Ӹڶ಻ȫԲֺ{EllipticE<ʽ\EllipticE>}
Ӹ಻ȫԲֺ{EllipticPi<ʽ\EllipticPi>}
Ӹ{EllipticRD<ʽ\EllipticRD>}⺯
Ӹ{EllipticRG<ʽ\EllipticRG>}⺯
Ӹ{EllipticRJ<ʽ\EllipticRJ>}⺯
Ӹ{EllipticRF<ʽ\EllipticRF>}⺯
Ӹ{HeumanLambda<ʽ\HeumanLambda>}⺯
ӸJacobiԲ֮{JacobiAmplitude<ʽ\JacobiAmplitude>}ֵ
ӸJacobiԲ֮{JacobiSn<ʽ\JacobiSn>}
ӸJacobiԲ֮{JacobiCn<ʽ\JacobiCn>}
ӸJacobiԲ֮{JacobiDn<ʽ\JacobiDn>}
ӸJacobi֮{JacobiZeta<ʽ\JacobiZeta>}
Ӹȫ{BetaIncomplete<ʽ\BetaIncomplete>}
󷴱{InverseBeta<ʽ\InverseBeta>}
٤{InverseGamma<ʽ\InverseGamma>}
{InverseErf<ʽ\InverseErf>}

//**************************************************

2.0.0.5汾 By2012/09/22
㡿ڸ:
ӷԹ滮{nlinprog<\nlinprog>}
{zeta<\zeta>}
{Erfc<\Erfc>}
{Erfi<\Erfi>}
{Dawson<\Dawson>}
һбѩʽ{PolyChebyshevT<\PolyChebyshevT>}
ڶбѩʽ{PolyChebyshevU<\PolyChebyshevU>}
һDicksonʽ{PolyDicksonD<\PolyDicksonD>}
ڶDicksonʽ{PolyDicksonE<\PolyDicksonE>}
Bernoulliʽ{PolyBernoulli<\PolyBernoulli>}
Eulerʽ{PolyEuler<\PolyEuler>}
Fibonacciʽ{PolyFibonacci<\PolyFibonacci>}
Gegenbauerʽ{PolyGegenbauer<\PolyGegenbauer>}
Laguerreʽ{PolyLaguerre<\PolyLaguerre>}
Legendreʽ{PolyLegendre<\PolyLegendre>}
Lucasʽ{PolyLucas<\PolyLucas>}
Hermiteʽ{PolyHermite<\PolyHermite>}
Pellʽ{PolyPell<\PolyPell>}
Rookʽ{PolyRook<\PolyRook>}
Spreadʽ{PolySpread<\PolySpread>}
Tourchardʽ{PolyTouchard<\PolyTouchard>}
ʽ{ContinueFraction<\ContinueFraction>}
ӲŬ{BernoulliNumber<\BernoulliNumber>}
Pellĺ{BgPellNumber<\BgPellNumber>}
Lucasĺ{BgLucasNumber<\BgLucasNumber>}
Apery{BgConstantApery<\BgConstantApery>}
Delian{BgConstantDelian<\BgConstantDelian>}
Glaishe{BgConstantGlaishe<\BgConstantGlaishe>}
Silver{BgConstantSilver<\BgConstantSilver>}
Soldner{BgConstantSoldner<\BgConstantSoldner>}
Tribonacci{BgConstantTribonacci<\BgConstantTribonacci>}
д뺯{RunCode<\RunCode>}
ӹرճ{ApplicationExit<\ApplicationExit>}
ӻͼ{Contour<\Contour>}{Contours<\Contours>}һõȸֵĲ
{kakuro<\kakuro>}⺯
⺯{NumberGame<\NumberGame>}{NumberGame2<\NumberGame2>}{NumberGame4<\NumberGame4>}{NumberGame8<\NumberGame8>}
Dosк{Cmd<\Cmd>}
ĻƽָȺ{BgConstantGoldenRatio<\BgConstantGoldenRatio>}
Ŀ{BgConstantCatalan<\BgConstantCatalan>}
ӻȡĳЩԴĺ{GetCode<\GetCode>}
{nlinsovleLM<\nlinsovleLM>}2Լ2ϲ
{MinRosenBrock<\MinRosenBrock>}ҲСֵʱ
{SolveRootAitken<\SolveRootAitken>}12
ʽڸ:
Ӹ{Erf<ʽ\Erf>}
Ӹ{Erfc<ʽ\Erfc>}
Ӹ{Erfi<ʽ\Erfi>}
Ӹһֺ{SineIntegral<ʽ\SineIntegral>}
Ӹ˫һֺ{HyperbolicSineIntegral<ʽ\HyperbolicSineIntegral>}
Ӹһֺ{CosineIntegral<ʽ\CosineIntegral>}
Ӹ˫һֺ{HyperbolicCosineIntegral<ʽ\HyperbolicCosineIntegral>}
Ӹָֺ{ExponentialIntegral<ʽ\ExponentialIntegral>}
ӸFresnelһֺ{FresnelSineIntegral<ʽ\FresnelSineIntegral>}
ӸFresnelһֺ{FresnelCosineIntegral<ʽ\FresnelCosineIntegral>}
ӸһȫԲֺ{EllipticK<ʽ\EllipticK>}
ӸڶȫԲֺ{EllipticE<ʽ\EllipticE>}
ӸһAiry{AiryAi<ʽ\AiryAi>}
ӸڶAiry{AiryBi<ʽ\AiryBi>}
ӸLogarithmicֺ{LogarithmicIntegral<ʽ\LogarithmicIntegral>}
ӸLambert W{LambertW<ʽ\LambertW>}
Ӹ٤{Gamma<ʽ\Gamma>}
Ӹ٤Ȼ{LnGamma<ʽ\LnGamma>}
Ӹ˫٤{DiGamma<ʽ\DiGamma>}
Ӹ{RiemannZeta<ʽ\RiemannZeta>}
ŵ{Gudermannian<ʽ\Gudermannian>}{Gudermannian2<ʽ\Gudermannian>}
󷴹ŵ{InvGudermannian<ʽ\InvGudermannian>}{InvGudermannian2<ʽ\InvGudermannian>}
ʽʶЩʽBug

//**************************************************

1.8.6.0汾 By2012/06/20
ӵʾ
ӶԪϺ{nlinfit<\nlinfit>}
ӶԪԷ⺯{nlinsovleLM<\nlinsovleLM>}
ӶԪСֵ⺯{MinRosenBrock<\MinRosenBrock>}
˫٤{Digamma<\Digamma>}
߾ȷҺ{Bgasin<\Bgasin>}
߾ȷҺ{Bgacos<\Bgacos>}
߾ȷк{Bgatan<\Bgatan>}
߾ȷк{Bgacot<\Bgacot>}
߾˫Һ{Bgsinh<\Bgsinh>}
߾˫Һ{Bgcosh<\Bgcosh>}
߾˫к{Bgtanh<\Bgtanh>}
߾˫к{Bgcoth<\Bgcoth>}
߾ȷ˫Һ{Bgasinh<\Bgasinh>}
߾ȷ˫Һ{Bgacosh<\Bgacosh>}
߾ȷ˫к{Bgatanh<\Bgatanh>}
߾ȷ˫к{Bgacoth<\Bgacoth>}
߾˺{BgContinueMul<\BgContinueMul>}
ӽ׳ͺ{BgFactorials<\BgFactorials>}
ֺ{IntegralRomberg<\IntegralRomberg>}
ӱֲ{BetaDistribution<\BetaDistribution>}
Ӷֲ{BinomialDistribution<\BinomialDistribution>}
ɷֲ{PoissonDistribution<\PoissonDistribution>}
ֲ̬λ{NormalDistribution<\NormalDistribution>}
󿨷ֲλ{X2disp<\X2disp>}
Fֲλ{Fdisp<\Fdisp>}
Tֲλ{Studisp<\Studisp>}
{Diffs<\Diffs>}{SymExpressionDerivation2<\SymExpressionDerivation2>}ʶѧ{asinh<\asinh>}{acoth<\acoth>}{atanh<\atanh>}{acosh<\acosh>}
Ӹʽ㺯{DegreeToRadian<\DegreeToRadian>},{Lg<\Lg>},{Round2<\Round2>},{RadianToDegree<\RadianToDegree>}
ӶԷŦеʶ
ǿŻ{SymExpressionSimplif<\SymExpressionSimplif>}Ļ
޸ĸʺ{Fdis<\Fdis>}{Studis<\Studis>}{X2dis<\X2dis>}
{SymExpressionDerivation<\SymExpressionDerivation>}{SymExpressionDerivation2<\SymExpressionDerivation2>}һBug
ڲһBug
޷ʶ
Żȡ㷨,{Bgpow<\Bgpow>}{Bglog<\Bglog>}{Bglog10<\Bglog10>}Ⱥ⾫ʵķԾ
{Acot<\Acot>}(0),{Acot2<\Acot2>}(0),{Acoth<\Acoth>}(0),{Acoth2<\Acoth2>}(0)
һЩСBug

//**************************************************

1.7.3.0 By2012/05/10
ӲLevinsonԳToToeplitz麯{LevToeplitz<\LevToeplitz>}
ӶԪԻع{Linreg<\Linreg>}
ӵȸ߻ƺ{Contours<\Contours>}
ӷ󿪷{Sqrtm<\Sqrtm>}
󼫷ֽ⺯{Lpd<\Lpd>}
Ҽֽ⺯{Rpd<\Rpd>}
Ӵָη{Bgexp<\Bgexp>}
Ӵк{Bgcot<\Bgcot>}
ľغ{CMoment<\CMoment>}
ԭغ{OMoment<\OMoment>}
٤{Gammaln<\Gammaln>}
Ӻ{Bgsin<\Bgsin>}{Bgcos<\Bgcos>}{Bgtan<\Bgtan>}{Bglog<\Bglog>}{Bgpow<\Bgpow>}⾫
{BgMod<\BgMod>}һ
Ӹ{Acos2<\Acos2>}{Acot2<\Acot2>}{Asin2<\Asin2>}{Atan2<\Atan2>}{Acosh2<\Acosh2>}{Acoth2<\Acoth2>}{Asinh2<\Asinh2>}{Atanh2<\Atanh2>}{Conj<\Conj>}{Sign<\Sign>}{Zero<\Zero>}
󽻴ͺ{EulerSum<\EulerSum>}
ͺ{EulerSum2<\EulerSum2>}
Ӱλ㺯{BgAnd<\BgAnd>}
Ӱλ㺯{BgOr<\BgOr>}
Ӱλ㺯{BgXor<\BgXor>}
Ӱλ㺯{BgNot<\BgNot>}
ӸҶƽ{FourApp<\FourApp>}
ģжϺ{FzIs<\FzIs>}
ģ󲢺{FzUnion<\FzUnion>}
ģ󽻺{FzInter<\FzInter>}
ģຯ{FzResid<\FzResid>}
ģ˺{FzMul<\FzMul>}
ģؾ{FzCut<\FzCut>}
ģ뺯{Fzlength<\Fzlength>}
ģȺ{Fzclose<\Fzclose>}
ģжϺ{Fzpro<\Fzpro>}
ģ⺯{FzSolve<\FzSolve>}
жǷȫĺ{BgIsPerfectSquare<\BgIsPerfectSquare>}
ɾָк{DeleteRow<\DeleteRow>}
ɾָк{DeleteCol<\DeleteCol>}
׼{std<\std>}
ӾԪຯ{Mod<\Mod>}
{Zeros<\Zeros>}һ
ظȥ{DataDup<\DataDup>}
ŷ{BgConstantEuler<\BgConstantEuler>}
ӴжϺ{BgIsPrime<\BgIsPrime>}
{Chol2<\Chol2>}ִг
Թ滮{Linprog<\Linprog>}
븴ʱᵼ벻ȫ
ǰ״ַ̬ʶ
пϵ
ڻͼСʱһ
{Eigtor<\Eigtor>}һBug
Ǻ̫,ο.

//**************************************************

1.6.0.0 By2012/03/12
ͼλƴҼѡıBug
ͼղľֻһݳBug
10ת2ƺ{Bg10to2<\Bg10to2>}תСʱ
10ת16ƺ{Bg10to16<\Bg10to16>}һBug
ϸ汾{SymExpressionDerivation<\SymExpressionDerivation>}{SymExpressionSimplif<\SymExpressionSimplif>}Bug
{help<\help>}ִҲļĴ
ϸ汾Ĭֵansֵ
ڸʽʱ0^0ֵַ
{Gamma<\Gamma>}{X2dis<\X2dis>}ղʹ
մ򿪳a=[ȻʹCtrl+V
޸ĸĿ㺯{sqrt<\sqrt>}㷨,ٶȸ
޸˳һЩ
͵ı׼ͺ{quadratic<\quadratic>}
Ӧ(Ӧ)ڶ{MechI2<\MechI2>}
ӲGolub(ֽ㷨)С˽⺯{SolveEquationOrth<\SolveEquationOrth>}
ӴĿnη{Bgsqrt<\Bgsqrt>}

//**************************************************

1.5.0.0 By2012/01/04
޸{Sort<\Sort>}Ĺ
޸Ļƽߺ{plot<\plot>}
ֵֽ⺯{Svd<\Svd>}һBug
ӷ{Reverse<\Reverse>}
ӻƿռߺ{plot3<\plot3>}
ӻƿռ溯{surf<\surf>},{surfs<\surfs>}
ӻͼ{cloud<\cloud>},{clouds<\clouds>}
ӻƵȸߺ{Contour<\Contour>}
һԪʽ{polyroot<\polyroot>}
ӲֵֽԷļСС˽⺯{Solve4<\Solve4>}
Ҫ˵,ӵЩͼ,ͼʾĽ,ûлĿ̶ֵ,ֻǰͼδŵӸ˳.һΪȥдЩ,ԼΪȷʵûҪ.

//**************************************************

1.4.0.0 By 2011/12/04
ӱĵ뵼(аSaveҼĵ뵼)
ӳõĹ
ӿԶ庯Ĺ(VB.NETдĺ)
ѧеĿ{BgCatalanNumber<\BgCatalanNumber>}
ѧеĵһ˹{BgStirling<\BgStirling>}
ѧеĵڶ˹{BgStirling2<\BgStirling2>}
Ӿʽ㺯{cot<\cot>}{acot<\acot>}{asinh<\asinh>}{acosh<\acosh>}{atanh<\atanh>}{acoth<\acoth>}{ln<\ln>}{sec<\sec>}{csc<\csc>}
Ӹ㺯{cot<ʽ\cot>}{acot<ʽ\acot>}{asinh<ʽ\asinh>}{acosh<ʽ\acosh>}{atanh<ʽ\atanh>}{acoth<ʽ\acoth>}{ln<ʽ\ln>}{sec<ʽ\sec>}{csc<ʽ\csc>}{floor<ʽ\floor>}{round<ʽ\round>}
Ӹ%(ȻֻԸʵֽ)
ȫд˸,ȡֵMatlabһ(ֲο涨ֵȡֵΧͬ,Ӷܿܵͬһʽܲͬ),Ҳ˵ڼĽMatlabǺϵ
޸{Plot<\Plot>}
{SymExpressionDerivation<\SymExpressionDerivation>}{Tanh<\Tanh>}󵼵һ
{SymExpressionSimplif<\SymExpressionSimplif>}һ
{MeshGrid<\MeshGrid>}ִĳЩ
˽20źԱȽϳķűʽ

//**************************************************

1.3.0.0 By  2011/11/18
Ӹıʽ,ʵıʽ䵽ıʽ
쳲ĺ{Bgfib<\Bgfib>}
ŷ{BgEulerNumber<\BgEulerNumber>}
ѧ{BgCombination<\BgCombination>}
ӷ󵼺{SymExpressionDerivation<\SymExpressionDerivation>}
ӷż򻯺{SymExpressionSimplif<\SymExpressionSimplif>}
ӷ{n<\n>}ε{SymExpressionDerivation2<\SymExpressionDerivation2>}
{fplot<\fplot>}{subplot<\subplot>}ʱִг
{Die<\Die>}Щ²ձ
ɾǰʵʽѡ

//**************************************************

1.2.0.0By 2011/11/2
{adj<\adj>}ĳЩʹ
ѧ͹ιĳһϵԾصĺ{mechmoi<\mechmoi>}
͹{pgarea<\pgarea>}
͹꺯{pgcent<\pgcent>}
ݷ{Dataquan<\Dataquan>},ҪɢݵλpλֵM
ݷ{Datafeat<\Datafeat>}ݵƫ
ݷʱݷֲͼƺ{Dataplot<\Dataplot>}
ݷʱάݵPearsonϵ{Datapearson<\Datapearson>}
ݷʱάݵSPearmanϵ{Dataspearman<\Dataspearman>}
ӶԪԷ⺯{Roots<\Roots>}
ӴͶԳƴ״ϡԷı洢⺯{Spvarbandw<\Spvarbandw>}

//**************************************************

1.1.0.0By2011/10/24
16ת10,2ת10ĳЩһBug
ĳЩηʱһBug
ӶԪھλǾﶨֵĺ{Intxy<\Intxy>}
Ԫﶨֺ{Intxyz<\Intxyz>}
Ӷ׳΢ֺ⺯{DiffEquationRungeKutta<\DiffEquationRungeKutta>}
Ӵȱеĺ{seq<\seq>}
Ӵеĺ{seqf<\seqf>}

//**************************************************

һ
1г谲װMicrosoft .Net FrameWork4.0
2дĿľΪһЩصרҵѧ.Ѿרҵѧ,ʹñ.
3ȫɫ,ѹʹ.Ĳȫͨ,ΪMatlab,ϤMatlabĻ,ܺܿ
4ﺯľ÷ڱ˵㡿ϸгֵ֧ĺԼ÷.Ŀǰ㡿Ŀǰ֧746,ʽ֧167,
5ʲô,ʵʲô,ҷEmail:shikang999@126com,һ᳢Կ¸汾ʵҪĹ
6Ľ,ο,ҪøרҵĽб̻ͨMatlabרŵѧȡ
ֵ֧
1֧־ļӡˡ桢桢ֵȷֽ⡢LUֽ⡢QRֽ⡭
2ֶ֧ԪԡԷ⣬ԪԡϣԪԡԹ滮
3ָ֧ڵѧʽر֧һЩѧ磺Բ٤ﺯ
4֧һԪԪԪĶ
5ֶ֧άάռ߻ƣ֧ͼȸߵĻ
6ִ֧ĳѧļ
7֧һԪʽļӡˡ
8֧һЩѧļ