National Level Workshop on
Functional Analysis and Operator Algebras

About the Workshop

A comprehensive five-day program focusing on Functional Analysis, Operator Theory, and Banach Algebras. It bridges the gap between theory and application by providing the rigorous mathematical framework essential for advancements in physics, engineering, and computational sciences.

Topics to be Covered

• Functional Analysis: The Hahn–Banach extension and Separation theorems, Dual spaces and Reflexivity of Banach spaces, Geometry of Banach spaces with emphasis on Convexity, Smoothness, and Extreme points, Weak and Weak* Topologies, Krein–Milman theorem, Banach–Alaoglu theorem, and Goldstine theorem.
• Operator Algebras: Compact Operators, Unbounded Operators, Spectral Theory in Hilbert and Banach Spaces, Operator Ideals, Perturbation of Operators, Multiplicative Linear Functionals, Gelfand Transform, Spectral Properties, Gelfand–Mazur and Commutative Gelfand Theorems, Spectral Radius Formula, Stone–Weierstrass Theorem.

Resource Persons

Important Dates

Registration

Participation is limited. Early registration is encouraged.

Venue & Location

Contact Information