interpolation spaces造句

The notation for this real interpolation space is.
Also, and can be complex interpolation spaces between and, with parameters and respectively.
The abstract structure of interpolation inequalities is formalized in the notion of an interpolation space.
A vector in belongs to the interpolation space if and only if it can be written as
The Lorentz spaces are real interpolation spaces between L ^ { 1 } and L ^ { \ infty }.
It's difficult to find interpolation spaces in a sentence. 用interpolation spaces造句挺难的

For a given value of, the real interpolation spaces increase with : if and, the following continuous inclusion holds true:
Beside all real interpolation spaces with parameter and, the complex interpolation space is an intermediate space of class of the compatible couple.
Beside all real interpolation spaces with parameter and, the complex interpolation space is an intermediate space of class of the compatible couple.
The interpolation space is a " diagonal subspace " of an-sum of a sequence of Banach spaces ( each one being isomorphic to ).
From an abstract point of view, the Bessel potential spaces occur as complex interpolation spaces of Sobolev spaces, i . e . in the sense of equivalent norms it holds that
Boyd has done research on classical and harmonic analysis, including interpolation spaces, integral transforms, and potential theory, and research on inequalities involving geometry, number theory, polynomials, and applications to polynomial factorization.
From an abstract point of view, the spaces " W s, p " ( ? ) coincide with the real interpolation spaces of Sobolev spaces, i . e . in the sense of equivalent norms the following holds:
""'Constructive Approximation " "'is " an international mathematics journal dedicated to Approximations and Expansions and related research in computation, function theory, functional analysis, interpolation spaces and interpolation of operators, numerical analysis, space of functions, special functions, and applications ."