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Vision Research 44 (2004) 903913 www.elsevier.com/locate/visresThe invariance of directional tuning with contrast and coherence I. Fine, *, C.M. Anderson a, G.M. Boston b, K.R. Dobbins department
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Form invariance of directional refers to the principle that the direction of a vector is not changed if the vector is multiplied by a non-zero scalar.
Mathematicians, physicists, and engineers often need to understand and apply the concept of form invariance of directional in their work.
To fill out form invariance of directional, one needs to multiply the vector by a non-zero scalar and observe that the direction remains the same.
The purpose of form invariance of directional is to show that the geometric properties of a vector do not change when multiplied by a non-zero scalar.
The information that must be reported on form invariance of directional includes the vector, the scalar by which it is multiplied, and the resulting vector.
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