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Exact(23)
This means that b ∗ a = e.
which means that b is the same S as c.
A ≜ B means that B is the definition of A. .
A square matrix B≽0 means that B is a positive semi-definite matrix.
By Theorem 4.1, we have A c ⊆ W which means that (b) is true.
(3.1) This means that B is Fréchet differentiable at θ, and (B'(theta)=beta_{0}T).
Similar(37)
The notation A ≼ B means that B-A is positive semidefinite.
Consider the RUBV of a symmetric triangular fuzzy number (xisim mathcal{T}(a,b,c)), which means that (b-a=c-b).
The notation E stands for the expectation operator, diag{a} for a diagonal matrix with its diagonal given by the vector a, and for the Frobenius norm of the matrix A. Given a vector function, we denote by the k × n matrix the ij th element of which is. is the range space of a matrix A. Finally, the notation means that B-A is positive semidefinite.
I presume that that means that Bing is still on its promised path to stop losing money.
That means that Bing was monetizing at below the set threshold, forcing Microsoft to fork over more cash to keep Sunnyvale on board.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com