Author: ADMIN

In this talk we introduce different concepts of fractional derivatives. We also present the definition of Mittag-Leffler functions and several of their properties. In addition, we will analyze qualitative properties of the solutions to the fractional (abstract) Cauchy problem for the linear and nonlinear case.

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Historically originated as a sub-field of topology, knot theory is currently an active area of mathematical investigation. Besides having a high independence, the theory also enjoys strong connections with other areas such as combinatorics, statistical mechanics, and algebra. In this talk we are going to introduce the first ideas of the theory focusing on the notion of invariants of links. First, we quickly take a look at the historical origins of the theory. Then, we explore the bracket polynomial. Finally, we see how from the bracket polynomial a homology theory can be constructed.

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Academic Class Schedule — August 2023 The class schedule is subject to changes. Below is the version of the schedule as of April 20, 2023. The document has several pages. If the frame below does not scroll on your device click here.

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Academic Class Schedule — January 2023 The class schedule is subject to changes. Below is the version of the schedule as of January 23, 2023. The document has several pages. If the frame below does not scroll on your device click here.

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