An Algebraic Geometric Approach to Separation of Variables by Konrad Schöbel

By Konrad Schöbel

Konrad Schöbel goals to put the rules for a consequent algebraic geometric therapy of variable Separation, which is one of many oldest and strongest tips on how to build specific strategies for the elemental equations in classical and quantum physics. the current paintings finds a stunning algebraic geometric constitution at the back of the well-known record of separation coordinates, bringing jointly an exceptional variety of arithmetic and mathematical physics, from the overdue nineteenth century thought of separation of variables to fashionable moduli area conception, Stasheff polytopes and operads.

"I am rather inspired by way of his mastery of numerous thoughts and his skill to teach basically how they have interaction to supply his results.”   (Jim Stasheff)

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