Bug 1452: PMVMatrix4f: Drop redundant unused mulWith*(Vec*...) 'v_out = M * v_in', user can simply get the desired matrix and apply its mulVec*(..) operation

1 files changed, 0 insertions, 102 deletions

diff --git a/src/jogl/classes/com/jogamp/math/util/PMVMatrix4f.java b/src/jogl/classes/com/jogamp/math/util/PMVMatrix4f.java
index 826ca82f6..ec9876b24 100644
--- a/src/jogl/classes/com/jogamp/math/util/PMVMatrix4f.java
+++ b/src/jogl/classes/com/jogamp/math/util/PMVMatrix4f.java
@@ -512,108 +512,6 @@ public class PMVMatrix4f {
         return matMv.mulVec3f(v_in, v_out);
     }
 
-    /**
-     * v_inout = Mv * v_inout
-     *
-     * Affine 3f-vector transformation by 4x4 matrix, see {@link Matrix4f#mulVec3f(Vec3f, Vec3f)}.
-     *
-     * @param v_inout input and output vector, i.e. in-place transformation
-     * @returns v_inout for chaining
-     */
-    public final Vec3f mulWithMv(final Vec3f v_inout) {
-        return matMv.mulVec3f(v_inout);
-    }
-
-    /**
-     * v_out = P * v_in
-     * @param v_in input vector, can be v_out for in-place transformation
-     * @param v_out output vector
-     * @return given result vector for chaining
-     * @returns v_out for chaining
-     */
-    public final Vec4f mulWithP(final Vec4f v_in, final Vec4f v_out) {
-        return matP.mulVec4f(v_in, v_out);
-    }
-
-    /**
-     * v_inout = P * v_inout
-     * @param v_inout input and output vector, i.e. in-place transformation
-     * @return given result vector for chaining
-     * @returns v_inout for chaining
-     */
-    public final Vec4f mulWithP(final Vec4f v_inout) {
-        return matP.mulVec4f(v_inout);
-    }
-
-    /**
-     * v_out = P * v_in
-     *
-     * Affine 3f-vector transformation by 4x4 matrix, see {@link Matrix4f#mulVec3f(Vec3f, Vec3f)}.
-     *
-     * @param v_in float[3] input vector, can be v_out for in-place transformation
-     * @param v_out float[3] output vector
-     * @returns v_out for chaining
-     */
-    public final Vec3f mulWithP(final Vec3f v_in, final Vec3f v_out) {
-        return matP.mulVec3f(v_in, v_out);
-    }
-
-    /**
-     * v_inout = P * v_inout
-     *
-     * Affine 3f-vector transformation by 4x4 matrix, see {@link Matrix4f#mulVec3f(Vec3f, Vec3f)}.
-     *
-     * @param v_inout input and output vector, i.e. in-place transformation
-     * @returns v_inout for chaining
-     */
-    public final Vec3f mulWithP(final Vec3f v_inout) {
-        return matP.mulVec3f(v_inout);
-    }
-
-    /**
-     * v_out = P * Mv * v_in
-     * @param v_in float[4] input vector, can be v_out for in-place transformation
-     * @param v_out float[4] output vector
-     * @returns v_out for chaining
-     */
-    public final Vec4f mulWithPMv(final Vec4f v_in, final Vec4f v_out) {
-        return matP.mulVec4f( matMv.mulVec4f( v_in, v_out ) );
-    }
-
-    /**
-     * v_inout = P * Mv * v_inout
-     * @param v_inout input and output vector, i.e. in-place transformation
-     * @returns v_inout for chaining
-     */
-    public final Vec4f mulWithPMv(final Vec4f v_inout) {
-        return matP.mulVec4f( matMv.mulVec4f( v_inout ) );
-    }
-
-    /**
-     * v_out = P * Mv * v_in
-     *
-     * Affine 3f-vector transformation by 4x4 matrix, see {@link Matrix4f#mulVec3f(Vec3f, Vec3f)}.
-     *
-     * @param v_in float[3] input vector, can be v_out for in-place transformation
-     * @param v_out float[3] output vector
-     * @returns v_out for chaining
-     */
-    public final Vec3f mulWithPMv(final Vec3f v_in, final Vec3f v_out) {
-        return matP.mulVec3f( matMv.mulVec3f( v_in, v_out ) );
-    }
-
-    /**
-     * v_inout = P * Mv * v_inout
-     *
-     * Affine 3f-vector transformation by 4x4 matrix, see {@link Matrix4f#mulVec3f(Vec3f, Vec3f)}.
-     *
-     * @param v_inout float[3] input and output vector, i.e. in-place transformation
-     * @returns v_inout for chaining
-     */
-    public final Vec3f mulWithPMv(final Vec3f v_inout) {
-        return matP.mulVec3f( matMv.mulVec3f( v_inout ) );
-    }
-
     //
     // GLMatrixFunc alike functionality
     //