LinAlgComputeInvJacobiEigT Method
Computes Inverse Jacobi Matrix using Eigenvalue Decomposition
Namespace: Metas.UncLib.CoreAssembly: Metas.UncLib.Core (in Metas.UncLib.Core.dll) Version: 2.8.9053.20192
public static T[][] ComputeInvJacobiEig<T>(
T[][] m,
out int n2
)
where T : new(), Object, IRealNumber<T>
Public Shared Function ComputeInvJacobiEig(Of T As {New, Object, IRealNumber(Of T)}) (
m As T()(),
<OutAttribute> ByRef n2 As Integer
) As T()()
public:
generic<typename T>
where T : gcnew(), Object, IRealNumber<T>
static array<array<T>^>^ ComputeInvJacobiEig(
array<array<T>^>^ m,
[OutAttribute] int% n2
)
static member ComputeInvJacobiEig :
m : 'T[][] *
n2 : int byref -> 'T[][] when 'T : new() and Object and IRealNumber<'T>
- m T
- Covariance Matrix
- n2 Int32
- Number of non zero Eigenvalues
- T
- Real Number Type
TInverse Jacobi Matrix