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Recently, a chaos theory on rank one maps has been developed by Wang and Young.
Our discussion is based on the theory of rank one maps formulated by Wang and Young.
"I can't rank one week against another.
Each year, after interviews, students and hospitals rank one another in secret preference lists.
First, we prove that W n ⋆ has rank one provided that Ψ nn ⋆ has rank one.
Discrete Gabor multipliers are composed of rank one operators.
Similar(17)
Then the matrix is decomposed into a low-rank one and sparse one.
If Γ is arithmetic this means that G has Q-rank one.
which is indeed a rank-one matrix.
The conjecture is verified in the rank-one case.
The rank-one solution to problem (12) always exists.
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CEO of Professional Science Editing for Scientists @ prosciediting.com