Uses of Class
org.openscience.cdk.graph.invariant.GIMatrix
Packages that use GIMatrix
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Uses of GIMatrix in org.openscience.cdk.graph.invariant
Methods in org.openscience.cdk.graph.invariant that return GIMatrixModifier and TypeMethodDescriptionAddition from two matrices.GIMatrix.addLine(int i, int j, double c) Returns the resulting matrix of an elementary linear operation that consists of adding one line, multiplied by some constant factor, to another line.GIMatrix.diagonal()Returns a matrix containing all of the diagonal elements of this matrix and zero (0) everywhere else.GIMatrix.GaussJordan()Gauss-Jordan algorithm.GIMatrix.getColumn(int j) Returns the column-matrix at the given line index.GIMatrix.getLine(int i) Returns the line-matrix at the given line index.static GIMatrixGIMatrix.identity(int n) Returns the identity matrix.GIMatrix.inverse()Returns the transpose of this matrix.GIMatrix.invertLine(int i, int j) Returns the resulting matrix of an elementary linear operation that consists of inverting two lines.GIMatrix.multiply(double c) Returns the result of the scalar multiplication of the matrix, that is the multiplication of every of its elements by a given number.Returns the result of the matrix multiplication of this matrix by another one.GIMatrix.multiplyLine(int i, double c) Returns the resulting matrix of an elementary linear operation that consists of multiplying a single line of the matrix by a constant.GIMatrix.transpose()Returns the transpose of this matrix.static GIMatrixGIMatrix.zero(int m, int n) Returns a null matrix (with zeros everywhere) of given dimensions.Methods in org.openscience.cdk.graph.invariant with parameters of type GIMatrixModifier and TypeMethodDescriptionAddition from two matrices.Returns the result of the matrix multiplication of this matrix by another one.voidSets the column of the matrix at the specified index to a new value.voidSets the line of the matrix at the specified index to a new value.Constructors in org.openscience.cdk.graph.invariant with parameters of type GIMatrix