-
dotnet-framework-api
- C1.Win.Bitmap.4.8 Assembly
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C1.Win.DX.4.8 Assembly
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C1.Util.DX
- Classes
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Structs
- Bool
- ColorF
- DataBox
- DataPointer
- DataRectangle
- HResult
- Matrix3x2
-
Matrix4x4
- Constructors
- Fields
- Properties
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Methods
- Add
- AddRef
- Billboard
- BillboardRef
- ConstrainedBillboard
- ConstrainedBillboardRef
- Divide
- DivideRef
- Equals
- EqualsRef
- ExchangeColumns
- ExchangeRows
- GetHashCode
- HadamardDivide
- HadamardDivideRef
- HadamardProduct
- HadamardProductRef
- Invert
- InvertRef
- Lerp
- LerpRef
- LookAt
- LookAtRef
- MatrixProduct
- MatrixProductRef
- Multiply
- MultiplyRef
- Negate
- NegateRef
- Orthographic
- OrthographicOffCenter
- Perspective
- PerspectiveFieldOfView
- PerspectiveOffCenter
- Reflection
- ReflectionRef
- RotationAxis
- RotationAxisRef
- RotationX
- RotationXRef
- RotationY
- RotationYRef
- RotationZ
- RotationZRef
- Scale
- ScaleRef
- Shadow
- ShadowRef
- Skew
- SkewRef
- Subtract
- SubtractRef
- ToArray
- ToString
- Translation
- TranslationRef
- Transpose
- TransposeRef
- World
- WorldRef
- YawPitchRoll
- Operators
- Matrix5x4
- Point2D
- Point2F
- Point2L
- PointerSize
- RectD
- RectF
- RectL
- Size2D
- Size2F
- Size2L
- Vector2
- Vector3
- Vector4
- ViewportF
- Interfaces
- Delegates
- C1.Util.DX.Animation
- C1.Util.DX.DXGI
- C1.Util.DX.Direct2D
- C1.Util.DX.Direct2D.Effects
- C1.Util.DX.Direct3D11
- C1.Util.DX.DirectWrite
- C1.Util.DX.Storage
- C1.Util.DX.WIC
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C1.Util.DX
- dotnet-api
C1.Util.DX.Matrix4x4.HadamardDivideRef
HadamardDivideRef Method
HadamardDivideRef(out Matrix4x4, ref Matrix4x4, ref Matrix4x4)
Element-wise division of two matrices.
Declaration
public static void HadamardDivideRef(out Matrix4x4 result, ref Matrix4x4 left, ref Matrix4x4 right)Public Shared Sub HadamardDivideRef(ByRef result As Matrix4x4, ByRef left As Matrix4x4, ByRef right As Matrix4x4)Parameters
| Type | Name | Description |
|---|---|---|
| Matrix4x4 | result | When the method completes, contains the result of division. |
| Matrix4x4 | left | The first matrix. |
| Matrix4x4 | right | The second matrix. |