Date
Tue, 30 Apr 2019
17:00
Location
C2
Speaker
Sam Morley
Organisation
East Anglia

Further Information

The theory of algebraic extensions of commutative Banach algebras is well established and have been used to solve many problems. In his thesis, Cole constructed algebraic extensions of a certain uniform algebra to give a counterexample to the peak point conjecture. Cole’s method for extending uniform algebras ensures that certain properties of the original algebra are preserved by the extension. In this talk, we discuss the general theory of uniform algebra extensions and a certain class of uniform algebra extensions which generalise Cole’s construction.
 

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