ASCEND
BY NTHRYS

NTHRYS › PhD Assistance › Functional Analysis

Functional Analysis

Field
▾
Category
▾

Functional Analysis

Select a category to explore research frontiers

Loading categories...

Research Frontiers in Functional Calculus and Unbounded Operators

Development of functional calculus frameworks for unbounded self-adjoint and non-self-adjoint operators in spectral theory.

Spectral Decomposition of Non-self-adjoint Unbounded Operators
Functional Calculus Beyond the Borel Hierarchy
Domain Pathologies in Perturbation Theory
Operator Calculus on Non-separable Hilbert Spaces
Unbounded Semigroups and Subordination Phenomena
Fractional Powers of Singular Differential Operators
Resolvent Estimates and Essential Spectrum Classification
Functional Models for Dissipative Operator Systems
Weyl Asymptotics in Higher-order Differential Calculus
Holomorphic Functional Calculus and Operator Ideals

All Functional Analysis PhD categories