Manuscript Topics

Operator theory is an important branch of mathematics that offers a broad range of challenging new research directions and applications. Multiple areas of pure and applied mathematics rely on techniques from operator theory, ranging from functional analysis theory, and operator algebras, to partial differential equations, and such applications as wavelets and dynamical systems. The broad impact of this field also includes powerful tools for the development of other areas of science, including quantum computing, signal/image reconstruction, approximation theory, and machine learning.

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