You are seeing reference results for orthogonal sum because there's not a match on Dictionary.com.
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www.askkids.com/resource/Orthogonal-Functions.html
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two functions f and g are called orthogonal if their inner product is zero. Whether or not two particular functions are orthogonal depends on how their ... Fourth Grade Partial Sum Addition Method
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www.askkids.com/resource/Linear-Algebra-Proofs.html
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Prove that if both A and B are orthogonal matrices, then the matrix AB is also an orthogonal matrix. ... Prove that if u is an eigenvalue for A, then u^k is an eigenvalue for A^k.
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www.directhit.com/ansres/Standard-Latin-Squares.html
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A single 256-byte table can hold two orthogonal Latin squares of order 16, and is suitable for mixing 4-bit "nybbles." Two ... ... Sum of Squares Formula
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mathworld.wolfram.com/OrthogonalSum.html
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Orthogonal Sum ... and W , which are mutually orthogonal. It is denoted V_|_W . More generally,. V_1_|_V_2_|_..._|_V_n. denotes a direct sum of subspaces of E ...
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planetmath.org/encyclopedia/OrthogonalDirectSum.html
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Feb 23, 2006 ... From the above discussion, we say that $(V,B)$ is the orthogonal direct sum of $( V_1,B_1)$ and $(V_2,B_2)$ . Clearly the above construction ...
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Hilbert space - Wikipedia, the free encyclopedia
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en.wikipedia.org/wiki/Hilbert_space
The spectral theorem for compact self-adjoint operators on a Hilbert space H states that H splits into an orthogonal direct sum of the eigenspaces of an operator, ...
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www1.umn.edu/statsoft/doc/statnotes/stat05.txt
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If all experiments included only orthogonal effects there would be no need for different types of sums of squares, because there would be little room for ...
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www.math.upenn.edu/~kirillov/MATH548-F07/Lect2.pdf
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metric space is complete, we call V a Hilbert space. We say that a space V with an inner product is the direct sum, or orthogonal sum, of two subspaces V and V ...
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www.math.ucdavis.edu/~hunter/book/ch8.pdf
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(a) If P is an orthogonal projection on H, then ranP is closed, and. H = ranP ⊕ kerP is the orthogonal direct sum of ranP and kerP. (b) If M is a closed subspace of ...
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