Titlebook: Analysis and Applied Mathematics; Extended Abstracts o Allaberen Ashyralyev,Michael Ruzhansky,Makhmud A. Conference proceedings 2024 The E

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978-3-031-62670-8The Editor(s) (if applicable) and The Author(s), under exclusive license to Springer Nature Switzerl

accrete

Pricila Castelini,Marília Abrah?o AmaralThis is the extended abstract of the author’s talk in the . on important results on measures of noncompactness, and some recent applications on the characterisations of compact operators between certain . spaces, and in fixed point theorems.

plasma-cells

Perception in Human-Computer SymbiosisIn this work, .convex functions are defined in the class of bounded upper semi-continuous functions of real arguments and a connection is established between .convex and well-known violent .subharmonic functions. As a consequence, we define in the class of .convex functions, the Hessians . as Borel measures.

Connotation

An Open Source Refreshable Braille DisplayWe investigate the characteristic equation for Sturm–Liouville problem with one classical Robin type boundary condition and another two-point nonlocal boundary condition. Finally, we obtain asymptotic expansions for eigenvalues and eigenfunctions.

樹膠

An Open Source Refreshable Braille DisplayIn this paper, we characterize the regions of constant sign of the Green’s fucntions related to operator ., with . being an even number, ., and ., coupled to periodic or Neumann boundary conditions. The results generalize the situation considered in Cabada and López-Somoza (Differ Equ Appl 14(2):335–347, 2022) for the particular case of ..

bonnet

confederacy

Some Measures of Noncompactness and Their ApplicationsThis is the extended abstract of the author’s talk in the . on important results on measures of noncompactness, and some recent applications on the characterisations of compact operators between certain . spaces, and in fixed point theorems.

falsehood

Definition of Hessians for ,Convex Functions as Borel MeasuresIn this work, .convex functions are defined in the class of bounded upper semi-continuous functions of real arguments and a connection is established between .convex and well-known violent .subharmonic functions. As a consequence, we define in the class of .convex functions, the Hessians . as Borel measures.

Substance-Abuse

Asymptotic Analysis of Sturm–Liouville Problem with Two-Point Boundary ConditionsWe investigate the characteristic equation for Sturm–Liouville problem with one classical Robin type boundary condition and another two-point nonlocal boundary condition. Finally, we obtain asymptotic expansions for eigenvalues and eigenfunctions.

徹底檢查

Characterization of the Constant Sign of a Class of Periodic and Neumann Green’s Functions via SpectIn this paper, we characterize the regions of constant sign of the Green’s fucntions related to operator ., with . being an even number, ., and ., coupled to periodic or Neumann boundary conditions. The results generalize the situation considered in Cabada and López-Somoza (Differ Equ Appl 14(2):335–347, 2022) for the particular case of ..