List of addRotation() Examples

Examples of addRotation()

de.lmu.ifi.dbs.elki.math.linearalgebra.AffineTransformation.addRotation()
Convenience function to apply a rotation in 2 dimensions. @param axis1 first dimension @param axis2 second dimension @param angle rotation angle in radians.

Examples of de.lmu.ifi.dbs.elki.math.linearalgebra.AffineTransformation.addRotation()

            master.subitems.add(it);
          }
        }
        if(dmax >= 3) {
          AffineTransformation p = AffineProjection.axisProjection(DatabaseUtil.dimensionality(rel), 1, 2);
          p.addRotation(0, 2, Math.PI / 180 * -10.);
          p.addRotation(1, 2, Math.PI / 180 * 15.);
          // Wanna try 4d? go ahead:
          // p.addRotation(0, 3, Math.PI / 180 * -20.);
          // p.addRotation(1, 3, Math.PI / 180 * 30.);
          Projection2D proj = new AffineProjection(scales.getScales(), p);

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Examples of de.lmu.ifi.dbs.elki.math.linearalgebra.AffineTransformation.addRotation()

          }
        }
        if(dmax >= 3) {
          AffineTransformation p = AffineProjection.axisProjection(DatabaseUtil.dimensionality(rel), 1, 2);
          p.addRotation(0, 2, Math.PI / 180 * -10.);
          p.addRotation(1, 2, Math.PI / 180 * 15.);
          // Wanna try 4d? go ahead:
          // p.addRotation(0, 3, Math.PI / 180 * -20.);
          // p.addRotation(1, 3, Math.PI / 180 * 30.);
          Projection2D proj = new AffineProjection(scales.getScales(), p);
          PlotItem it = new PlotItem(sizeh + .1, 0, sizeh, sizeh, proj);

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Examples of de.lmu.ifi.dbs.elki.math.linearalgebra.AffineTransformation.addRotation()

    // (they just are not affected by translation!)
    assertEquals("Relative vectors were affected differently by pure rotation!", v2, t.applyRelative(v1));


    // should do the same as built-in rotation!
    AffineTransformation t2 = new AffineTransformation(testdim);
    t2.addRotation(axis1, axis2, angle);
    Vector t2v2 = t2.apply(v1);
    assertTrue("Manual rotation and AffineTransformation.addRotation disagree.", v2.minus(t2v2).euclideanLength() < 0.0001);
  }


  /**

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Examples of de.lmu.ifi.dbs.elki.math.linearalgebra.AffineTransformation.addRotation()

            master.subitems.add(it);
          }
        }
        if(dmax >= 3) {
          AffineTransformation p = AffineProjection.axisProjection(DatabaseUtil.dimensionality(rel), 1, 2);
          p.addRotation(0, 2, Math.PI / 180 * -10.);
          p.addRotation(1, 2, Math.PI / 180 * 15.);
          // Wanna try 4d? go ahead:
          // p.addRotation(0, 3, Math.PI / 180 * -20.);
          // p.addRotation(1, 3, Math.PI / 180 * 30.);
          Projection2D proj = new AffineProjection(scales, p);

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Examples of de.lmu.ifi.dbs.elki.math.linearalgebra.AffineTransformation.addRotation()

          }
        }
        if(dmax >= 3) {
          AffineTransformation p = AffineProjection.axisProjection(DatabaseUtil.dimensionality(rel), 1, 2);
          p.addRotation(0, 2, Math.PI / 180 * -10.);
          p.addRotation(1, 2, Math.PI / 180 * 15.);
          // Wanna try 4d? go ahead:
          // p.addRotation(0, 3, Math.PI / 180 * -20.);
          // p.addRotation(1, 3, Math.PI / 180 * 30.);
          Projection2D proj = new AffineProjection(scales, p);
          PlotItem it = new PlotItem(sizeh + .1, 0, sizeh, sizeh, proj);

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Examples of de.lmu.ifi.dbs.elki.math.linearalgebra.AffineTransformation.addRotation()

    // (they just are not affected by translation!)
    assertEquals("Relative vectors were affected differently by pure rotation!", v2, t.applyRelative(v1));


    // should do the same as built-in rotation!
    AffineTransformation t2 = new AffineTransformation(testdim);
    t2.addRotation(axis1, axis2, angle);
    Vector t2v2 = t2.apply(v1);
    assertTrue("Manual rotation and AffineTransformation.addRotation disagree.", v2.minus(t2v2).euclideanLength() < 0.0001);
  }


  /**

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