University of Cambridge > > Introduction to Fractional Calculus > Introduction to Fractional Calculus - Part 2

Introduction to Fractional Calculus - Part 2

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If you have a question about this talk, please contact Arran Fernandez.

In the second talk, we will look at what theorems from integer-order calculus we can generalise, and we will employ fractional calculus (or to use a preferable term, analytic calculus) to derive a formula for the Riemann zeta function, and thus an equivalent expression for the Riemann Hypothesis, in terms of Euler’s gamma function.

This talk is part of the Introduction to Fractional Calculus series.

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