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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.
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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.
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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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