Suggestions(1)
Exact(27)
Suppose that the mean curvature of satisfies.
Suppose that a sequence of satisfies (2.34).
The lower tail of satisfies (1.36).
Suppose that the mean curvature of satisfies (42).
According to system (1.6), the time derivative of satisfies (4.46).
Let and, then the th component of satisfies (2.5).
Similar(33)
And they amuse, and they kind of satisfy.
Let the partial derivatives of satisfy (6.9).
From (8), when, the eigenvalues of satisfy.
Let the eigenvalues of satisfy (2.14).
The eigenvalues of satisfy Denote (3.18).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com