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@@ -112,12 +112,12 @@ jME includes two types of Matrix classes: Matrix3f and Matrix4f. Matrix3f is a 3
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=== Transformations
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-Multiplying a <<jme3/vector#,Vector>> with a Matrix allows the <<jme3/vector#,Vector>> to be transformed. Either rotating, scaling or translating that <<jme3/vector#,Vector>>.
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+Multiplying a <<jme3/terminology#vectors#,Vector>> with a Matrix allows the Vector to be transformed. Either rotating, scaling or translating that Vector.
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==== Scaling
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-If a _diagonal Matrix_, defined by D = [d~ij~] and d~ij~ = 0 for i != j, has all positive entries it is a _scaling matrix_. If d~i~ is greater than 1 then the resulting <<jme3/vector#,Vector>> will grow, while if d~i~ is less than 1 it will shrink.
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+If a _diagonal Matrix_, defined by D = [d~ij~] and d~ij~ = 0 for i != j, has all positive entries it is a _scaling matrix_. If d~i~ is greater than 1 then the resulting Vector will grow, while if d~i~ is less than 1 it will shrink.
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==== Rotation
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@@ -143,7 +143,7 @@ a|0
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==== Translation
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-Translation requires a 4x4 matrix, where the <<jme3/vector#,Vector>> (x,y,z) is mapped to (x,y,z,1) for multiplication. The _Translation Matrix_ is then defined as:
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+Translation requires a 4x4 matrix, where the Vector (x,y,z) is mapped to (x,y,z,1) for multiplication. The _Translation Matrix_ is then defined as:
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[cols="2", options="header"]
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|===
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@@ -155,7 +155,7 @@ a|1
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|===
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-where M is the 3x3 matrix (containing any rotation/scale information), T is the translation <<jme3/vector#,Vector>> and S^T^ is the transpose Vector of T. 1 is just a constant.
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+where M is the 3x3 matrix (containing any rotation/scale information), T is the translation Vector and S^T^ is the transpose Vector of T. 1 is just a constant.
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=== jME Class
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mitm