ISI, Kolkata

Session 1B — Lectures by Fellows/Associates

Umesh Waghmare, JNCASR, Bengaluru

On Separable 𝔸^{2} and 𝔸^{3}-form
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Let *k* be a field and *F* be its algebraic closure. A *k*-algebra *B* is said to be an 𝔸^{n}-form over *k* if *B*⊗* _{k} F* is isomorphic to the polynomial ring

It is well-known that separable 𝔸

In this talk, we shall discuss a partial solution to this problem for the case