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Exact(24)
This means Y k and y k are bounded.
Let ((x,y) notin G(F)), which means (y notin F x)).
"If you set an experiment up right, you expect that if A happens, it means X, and if B happens, it means Y," she says.
It looks as though one could say that C1 provides normal conditions under which "X" means X and C2 provides normal conditions under which "X" means Y.
Whenever int ( K ) ≠ ∅, the symbol x ≪ y means y − x ∈ int ( K ) and the cone is said to be solid.
If Y ¯ = X, it must hold that X − f ( X ) + Y ≤ X, which means Y ≤ f ( X ), which is a contradiction.
Similar(36)
It could also mean 'Y causes X', or maybe some other factor is having an effect on both.
"I mean, y'all know what I rep, and I know what he rep".
Julian Petri, who graduated in June, said, "If you look in the S.B. minutes, you'll see Nunn being used to support arguments: Nunn says X, I take that to mean Y, so let's do Z.
By x ≤ y, we mean y ≥ x.
Even if "X" means X under one set of conditions C1, why doesn't "X" mean Y under a different set of conditions C2?
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com