Description
Covers a range of topics including integral representations, complex analysis, differential equations, and functional analysis.
Chapter
Sufficient conditions for univalence of certain integral transforms
Some relations for the Nevanlinna characteristics of 𝛿-subharmonic functions of order less than 1
Functions of several complex variables in mathematical physics
Some boundary value problems with a spectral parameter in the boundary conditions
An inverse problem for the Dirac system on the semiaxis, with discrete spectrum
Continuous analogues of the Hamburger-Nevanlinna theorem and fundamental matrix inequalities for classical problems. I
Continuous analogues of the Hamburger-Nevanlinna theorem and fundamental matrix inequalities of classical problems. II
Continuous analogues of the Hamburger-Nevanlinna theorem and fundamental matrix inequalities of classical problems. III
Continuous analogues of the Hamburger-Nevanlinna theorem and fundamental matrix inequalities of classical problems. IV: Problems on integral representation as continuous interpolation problems; from the fundamental matrix inequality (FMI) to the asymptotic relation
On properties of the opening and related closeness characterizations of Banach spaces
On the structure of subspaces of the spaces Λ_{𝑝}(𝜇)
Isomorphisms of homogeneous function algebras on the torus
A property of Hilbert modules and Fredholm operators over 𝐶*-algebras
On two choice rules similar to the plurality rule and Borda’s rule