MatrixInt.SqrAddScaled Method

Overload List

#SignatureDescription
1function SqrAddScaled(const X: TMtxVecInt; const Y: TMtxVecInt; const yScale: Integer): TMtxVecInt;self = sqr(X) + sqr(Y)*yScale
└ indexed: function SqrAddScaled(const X: TMtxVecInt; XIndex: Integer; const Y: TMtxVecInt; YIndex: Integer; const yScale: Integer; Index: Integer; Len: Integer): TMtxVecInt;
2function SqrAddScaled(const X: TMtxVecInt; const xScale: Integer; const Y: TMtxVecInt; const yScale: Integer): TMtxVecInt;self = sqr(X)*xScale + sqr(Y)*yScale
3function SqrAddScaled(const X: TMtxVecInt; XIndex: Integer; const xScale: Integer; const Y: TMtxVecInt; YIndex: Integer; const yScale: Integer; Index: Integer; Len: Integer): TMtxVecInt;self = sqr(X)*xScale + sqr(Y)*yScale on sub arrays

Overload 1: function SqrAddScaled(const X: TMtxVecInt; const Y: TMtxVecInt; const yScale: Integer): TMtxVecInt;

Compute sqr(X) + sqr(Y)*yScale

#NameTypeDescription
1XTMtxVecInt
2YTMtxVecInt
3yScaleInteger

Result: stored in self (calling object), returns self for chaining

Remarks:

By making use of yScale, it is also possible to compute the following (at the same or higher speed):

X^2 - Y^2

Indexed: function SqrAddScaled(const X: TMtxVecInt; XIndex: Integer; const Y: TMtxVecInt; YIndex: Integer; const yScale: Integer; Index: Integer; Len: Integer): TMtxVecInt;

Compute sqr(X) + sqr(Y)*yScale on sub arrays

#NameTypeDescription
1XTMtxVecInt
2XIndexIntegerX start index
3YTMtxVecInt
4YIndexIntegerY start index
5yScaleInteger
6IndexIntegerstart index
7LenIntegerelement count

Result: stored in self (calling object), returns self for chaining

Overload 2: function SqrAddScaled(const X: TMtxVecInt; const xScale: Integer; const Y: TMtxVecInt; const yScale: Integer): TMtxVecInt;

Compute sqr(X)*xScale + sqr(Y)*yScale

#NameTypeDescription
1XTMtxVecInt
2xScaleInteger
3YTMtxVecInt
4yScaleInteger

Result: stored in self (calling object), returns self for chaining

Overload 3: function SqrAddScaled(const X: TMtxVecInt; XIndex: Integer; const xScale: Integer; const Y: TMtxVecInt; YIndex: Integer; const yScale: Integer; Index: Integer; Len: Integer): TMtxVecInt;

Compute sqr(X)*xScale + sqr(Y)*yScale on sub arrays

#NameTypeDescription
1XTMtxVecInt
2XIndexIntegerX start index
3xScaleInteger
4YTMtxVecInt
5YIndexIntegerY start index
6yScaleInteger
7IndexIntegerstart index
8LenIntegerelement count

Result: stored in self (calling object), returns self for chaining