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Exact(43)
where is a projection operator for.
where P is a projection operator.
A projection operator is firmly nonexpansive.
(3.11) where P is a projection operator.
The surface incompressibility constraint is satisfied by the construction of a projection operator.
This is achieved by incorporating a projection operator in the equation for the crack opening strain.
Similar(17)
Define a projection-operator (Pi_{N}^{1,0}: Vrightarrow X_{N}) by begin{aligned} abigl w-Pi_{N}^{1,0}w,upsilonbigr)=0, quabigl w-Pi_{N}^{1,0}wlonin X_{N}.
In this connection, Alber [5] recently introduced a generalized projection operator in a Banach space which is an analogue of the metric projection in Hilbert spaces.
In this connection, Alber [2] has recently introduced a generalized projection operator in a Banach space which is an analogue of the metric projection in Hilbert spaces.
Nevertheless, Alber [28] recently introduced a generalized projection operator in a Banach space which is an analogue of the metric projection in Hilbert spaces.
Alber [22] has recently introduced a generalized projection operator in a Banach space which is an analogue representation of the metric projection in Hilbert spaces.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com