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Consider an operator equation, where is unknown and is given.
Consider an operator on a manifold with boundary.
Consider an operator A that commutes with operators B and C (which however don't commute with each other).
The results are true if we consider an operator valued function such that (2.23).
Consider an operator (L q, alpha, pi- alpha)) and an even operator3 (L(0, alpha, pi- alpha)).
and the convolution (2.22) (ii) The results are true if we consider an operator valued function such that (2.23) .
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Again consider a operator L defined by L h s = ∫ 0 s f 2 ′ τ, y 0 τ h τ d τ.
Furthermore, Zhai et al. [11] considered an operator equation with general α-concave or homogeneous operator, their results improved previous results (see Corollary 3.3 in [7]).
We consider an integral operator,, for analytic functions,, in the open unit disk,.
Consider a multivalued operator.
Consider a scalar operator H.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com