Exact(60)
It is easy to get that A is continuous by the continuity of f.
The continuity of f implies that A is continuous.
The continuity of f implies that the operator A is continuous.
We say that A is continuous on line segments in D if it has the continuity property at every (xin D). [23].
(III) The continuity of (Q_{1}) and (P_{1}) implies that the operator A is continuous.
Thus, A is continuous.
(a) is continuous or.
A is continuous.
(a) is continuous in, with.
The operator A is continuous.
(a) is continuous and nondecreasing.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com