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Exact(49)
The corresponding norm is.
and the corresponding norm is (2.4).
Let stand for the inner product and the corresponding norm.
The corresponding norm is denoted by (Vert u Vert _{E}).
(Vert cdot Vert _{H^{s}}) will denote the corresponding norm.
A new inner product and corresponding norm with a Sobolev embedding inequality are introduced.
Similar(11)
for and, with the corresponding norms.
In addition, the corresponding norms will be worked out.
In addition, the corresponding norms are worked out.
Some examples of convex functions and the corresponding norms are the following: Example 1.
Remark 1.2 The spaces BMO L p, q ( X ) a are independent of a and all corresponding norms are equivalent.
More suggestions(15)
corresponding requirement
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com