List of invert() Examples

Examples of invert()

ae.java.awt.geom.AffineTransform.invert()
Sets this transform to the inverse of itself. The inverse transform Tx' of this transform Tx maps coordinates transformed by Tx back to their original coordinates. In other words, Tx'(Tx(p)) = p = Tx(Tx'(p)).
If this transform maps all coordinates onto a point or a line then it will not have an inverse, since coordinates that do not lie on the destination point or line will not have an inverse mapping. The getDeterminant method can be used to determine if this transform has no inverse, in which case an exception will be thrown if the invert method is called. @see #getDeterminant @exception NoninvertibleTransformException if the matrix cannot be inverted. @since 1.6
aspect.util.Matrix3x3.invert()
cli.MonoTouch.CoreGraphics.CGAffineTransform.Invert()
com.ardor3d.math.Quaternion.invert()
Calculates the multiplicative inverse Q^-1 of this quaternion Q such that QQ^-1 = [0,0,0,1] (the identity quaternion). Note that for unit quaternions, a quaternion's inverse is equal to its (far easier to calculate) conjugate. @param store the Quaternion to store the result in. If null, a new one is created. @see #conjugate(Quaternion) @return the multiplicative inverse of this quaternion.
com.ardor3d.math.Transform.invert()
Calculates the inverse of this transform. @param store the transform to store the result in for return. If null, a new transform object is created and returned. It IS safe for store to be the same object as "this". @return the inverted transform
com.github.mustachejava.Mustache.invert()
Invert this mustache given output text. @param text @return
com.googlecode.jumpnevolve.math.CollisionResult.invert()
@return Ein CollisionResult, bei dem der Overlap in die entgegengesetzteRichtung zeigt
com.salesforce.phoenix.query.KeyRange.invert()
crazypants.vecmath.Matrix4d.invert()
eas.simulation.spatial.sim2D.physicalSimulation.physicsEngine.net.phys2d.math.Matrix2f.invert()
Transpose the invert @return A newly created matrix containing the invert of this matrix
edu.cmu.cs.stage3.math.Matrix33.invert()
edu.cmu.cs.stage3.math.Matrix44.invert()
fork.lib.math.algebra.advanced.linearalgebra.Vector.invert()
Invert the vector - revert the indices.
jadx.core.dex.instructions.IfOp.invert()
java.awt.geom.AffineTransform.invert()
Sets this transform to the inverse of itself. The inverse transform Tx' of this transform Tx maps coordinates transformed by Tx back to their original coordinates. In other words, Tx'(Tx(p)) = p = Tx(Tx'(p)).
If this transform maps all coordinates onto a point or a line then it will not have an inverse, since coordinates that do not lie on the destination point or line will not have an inverse mapping. The getDeterminant method can be used to determine if this transform has no inverse, in which case an exception will be thrown if the invert method is called. @see #getDeterminant @exception NoninvertibleTransformException if the matrix cannot be inverted. @since 1.6
javax.media.j3d.Transform3D.invert()
Sets the value of this transform to the inverse of the passed Transform3D parameter. This method uses the transform type to determine the optimal algorithm for inverting transform t1. @param t1 the transform to be inverted @exception SingularMatrixException thrown if transform t1 isnot invertible
javax.vecmath.GMatrix.invert()
javax.vecmath.Matrix3d.invert()
javax.vecmath.Matrix3f.invert()
javax.vecmath.Matrix4d.invert()
javax.vecmath.Matrix4f.invert()
math.Vector.invert()
Switches sign of all vector components.
mikera.matrixx.solve.impl.CholeskyLDUSolver.invert()
returns the matrix 'inv' equal to the inverse of the matrix that was decomposed. @return inverse of matrix that was decomposed
mikera.matrixx.solve.impl.lu.LUSolver.invert()
net.fortytwo.ripple.model.RippleList.invert()
net.phys2d.math.Matrix2f.invert()
Transpose the invert @return A newly created matrix containing the invert of this matrix
org.apache.myfaces.trinidad.model.RowKeySetImpl.invert()
Adds the current rowKey to this set if it doesn't already exist, removes it otherwise. @return true if the row is now added. false otherwise.
org.apache.nutch.crawl.LinkDb.invert()
org.apache.phoenix.query.KeyRange.invert()
org.apache.xmlbeans.QNameSetBuilder.invert()
Inverts this QNameSetBuilder.
org.eclipse.draw2d.graph.Edge.invert()
org.eclipse.swt.graphics.Transform.invert()
Modifies the receiver such that the matrix it represents becomes the mathematical inverse of the matrix it previously represented. @exception SWTException
- ERROR_GRAPHIC_DISPOSED - if the receiver has been disposed
- ERROR_CANNOT_INVERT_MATRIX - if the matrix is not invertible
org.ejml.alg.dense.linsol.chol.LinearSolverChol.invert()
Sets the matrix 'inv' equal to the inverse of the matrix that was decomposed. @param inv Where the value of the inverse will be stored. Modified.
org.ejml.alg.dense.linsol.lu.LinearSolverLu.invert()
org.ejml.simple.SimpleMatrix.invert()
org.geotools.referencing.operation.matrix.GeneralMatrix.invert()
org.geotools.referencing.operation.matrix.XMatrix.invert()
Inverts this matrix in place. @throws SingularMatrixException if this matrix is not invertible.
org.gradle.groovy.scripts.internal.StatementExtractingScriptTransformer.invert()
org.jdesktop.wonderland.common.cell.CellTransform.invert()
Invert the transform, this object is inverted and returned. @return return this
org.jvnet.substance.theme.SubstanceTheme.invert()
org.openpnp.model.Location.invert()
Returns a new Location with the same units as this one and with any of fields specified as true inverted from the values of this one. Specifically, if one of the x, y, z or rotation fields are specified true in the method call, that field will be multipled by -1 in the returned Location. @param x @param y @param z @param rotation @return
org.osm2world.core.math.VectorXZ.invert()
org.uberfire.security.authz.AuthorizationResult.invert()
processing.core.PMatrix3D.invert()
toxi.geom.Vec3D.invert()
Scales vector uniformly by factor -1 ( v = -v ), overrides coordinates with result. @return itself

Examples of eas.simulation.spatial.sim2D.physicalSimulation.physicsEngine.net.phys2d.math.Matrix2f.invert()

    Matrix2f K3 = new Matrix2f();
    K3.col1.x =  body2.getInvI() * r2.y * r2.y;    K3.col2.x = -body2.getInvI() * r2.x * r2.y;
    K3.col1.y = -body2.getInvI() * r2.x * r2.y;    K3.col2.y =  body2.getInvI() * r2.x * r2.x;


    Matrix2f K = MathUtil.add(MathUtil.add(K1,K2),K3);
    M = K.invert();


    Vector2f p1 = new Vector2f(body1.getPosition());
    p1.add(r1);
    Vector2f p2 = new Vector2f(body2.getPosition());
    p2.add(r2);

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Examples of eas.simulation.spatial.sim2D.physicalSimulation.physicsEngine.net.phys2d.math.Matrix2f.invert()

    Matrix2f K3 = new Matrix2f();
    K3.col1.x =  body2.getInvI() * r2.y * r2.y;    K3.col2.x = -body2.getInvI() * r2.x * r2.y;
    K3.col1.y = -body2.getInvI() * r2.x * r2.y;    K3.col2.y =  body2.getInvI() * r2.x * r2.x;


    Matrix2f K = MathUtil.add(MathUtil.add(K1,K2),K3);
    M = K.invert();


    Vector2f p1 = new Vector2f(body1.getPosition());
    p1.add(r1);
    Vector2f p2 = new Vector2f(body2.getPosition());
    p2.add(r2);

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Examples of eas.simulation.spatial.sim2D.physicalSimulation.physicsEngine.net.phys2d.math.Matrix2f.invert()

    Matrix2f K3 = new Matrix2f();
    K3.col1.x =  body2.getInvI() * r2.y * r2.y;    K3.col2.x = -body2.getInvI() * r2.x * r2.y;
    K3.col1.y = -body2.getInvI() * r2.x * r2.y;    K3.col2.y =  body2.getInvI() * r2.x * r2.x;


    Matrix2f K = MathUtil.add(MathUtil.add(K1,K2),K3);
    M = K.invert();


    Vector2f p1 = new Vector2f(body1.getPosition());
    p1.add(r1);
    Vector2f p2 = new Vector2f(body2.getPosition());
    p2.add(r2);

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Examples of edu.cmu.cs.stage3.math.Matrix33.invert()


            base_axis = model.getOrientationAsAxes(mod.vehicle.getReferenceFrameValue());


            Matrix33 toCharacter = mod.getOrientationAsAxes();
            Matrix33 base_axis_inv = new Matrix33(base_axis);
            base_axis_inv.invert();


            model_transform = Matrix33.multiply(toCharacter,base_axis_inv);


            base_position = MathUtilities.subtract(mod.getPosition(),base_position);
        }

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Examples of edu.cmu.cs.stage3.math.Matrix44.invert()

        while(li.hasNext()) {
            child = (ASFBone)li.next();


            if (realMod==null && (hasFrame || hasAccum)) {
                Matrix44 newInvBase = child.model.getPointOfView(model);
                newInvBase.invert();
                child.addFrames(Matrix44.multiply(Matrix44.multiply(child.model.getPointOfView(model),newAccum),newInvBase));
            } else {
                child.addFrames();
            }

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Examples of fork.lib.math.algebra.advanced.linearalgebra.Vector.invert()

        */ 
        DirectionalGenomicRegion dr= (DirectionalGenomicRegion)en.gr;
        boolean ifflip= dr.strand=='-';
        Vector vadd= new Vector(en.scores);
        if(ifflip){
            vadd= vadd.invert();
        }
        if(vadd.size()==vec.size()){
            vec= vec.add(vadd);
        }
    }

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Examples of jadx.core.dex.instructions.IfOp.invert()

    if (firstArg.getType().equals(ArgType.BOOLEAN)
        && secondArg.isLiteral()
        && secondArg.getType().equals(ArgType.BOOLEAN)) {
      LiteralArg lit = (LiteralArg) secondArg;
      if (lit.getLiteral() == 0) {
        op = op.invert();
      }
      if (op == IfOp.EQ) {
        // == true
        if (stack.getStack().size() == 1) {
          addArg(code, firstArg, false);

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Examples of java.awt.geom.AffineTransform.invert()

        at.translate(anchor.getX(), anchor.getY());
        at.scale(anchor.getWidth(), anchor.getHeight());


        double xp0, xp1, xp3, yp0, yp1, yp3;
        try {
            at.invert();
            xp0 = at.getScaleX();
            xp1 = at.getShearX();
            xp3 = at.getTranslateX();
            yp0 = at.getShearY();
            yp1 = at.getScaleY();

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Examples of javax.media.j3d.Transform3D.invert()

        TransformGroup zoomTrans = mtg.getTransformGroup(4);
        zoomTrans.setTransform(new Transform3D(new Quat4d(), new Vector3d(0.0, 0.0, 20*BoardModel.HEX_DIAMETER), 1.0));


        Transform3D etrans = new Transform3D();
        etrans.lookAt(new Point3d(0, 0, 0), new Point3d(0, 0, -1), new Vector3d(0, 1, 0));
        etrans.invert();
        mtg.getTransformGroup(5).setTransform(etrans);


        MouseWheelZoom behavior0 = new MouseWheelZoom(zoomTrans);
        behavior0.setFactor(-BoardModel.HEX_DIAMETER/3);
        controllers.addChild(behavior0);

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Examples of javax.media.j3d.Transform3D.invert()

        rtrans.rotX(-Math.PI/2);
        rotateTrans.setTransform(rtrans);


        Transform3D etrans = new Transform3D();
        etrans.lookAt(new Point3d(0.0, 0.0, 20*BoardModel.HEX_DIAMETER), new Point3d(0, 0, 0), new Vector3d(0, 1, 0));
        etrans.invert();
        mtg.getTransformGroup(5).setTransform(etrans);


        MouseWheelZoom behavior0 = new MouseWheelZoom(wheel);
        behavior0.setFactor(1.0/3);
        behavior0.setupCallback(this);

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