Definition of orthogonalization in English:

orthogonalization

(also orthogonalisation)

noun ɔːˌθɒɡən(ə)lʌɪˈzeɪʃn

The process of orthogonalizing something; (Mathematics) the procedure of constructing an orthogonal set of functions or vectors from ones that are linearly independent but not orthogonal.

1920s; earliest use found in Proceedings of the London Mathematical Society. From orthogonalize + -ation.

(also orthogonalisation)

nounɔːˌθɒɡən(ə)lʌɪˈzeɪʃn

The process of orthogonalizing something; (Mathematics) the procedure of constructing an orthogonal set of functions or vectors from ones that are linearly independent but not orthogonal.

1920s; earliest use found in Proceedings of the London Mathematical Society. From orthogonalize + -ation.

单词	orthogonalization
释义	Definition of orthogonalization in English: orthogonalization (also orthogonalisation) noun ɔːˌθɒɡən(ə)lʌɪˈzeɪʃn The process of orthogonalizing something; (Mathematics) the procedure of constructing an orthogonal set of functions or vectors from ones that are linearly independent but not orthogonal. Origin 1920s; earliest use found in Proceedings of the London Mathematical Society. From orthogonalize + -ation. Definition of orthogonalization in US English: orthogonalization (also orthogonalisation) nounɔːˌθɒɡən(ə)lʌɪˈzeɪʃn The process of orthogonalizing something; (Mathematics) the procedure of constructing an orthogonal set of functions or vectors from ones that are linearly independent but not orthogonal. Origin 1920s; earliest use found in Proceedings of the London Mathematical Society. From orthogonalize + -ation.
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