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We consider the hypergeometric ordinary differential equation. This equation has regular singular points at 0, 1, and infinity.

Speaker: Wen-Ching Winnie Li, The Pennsylvania State University Tuesday, May 28, 2024 ...

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Hypergeometric series appeared in the mid-seventeenth century, and since then they have played an important role in the ...

Speaker: T. N. Venkataramana (TIFR) Title: Monodromy of nFn−1 hypergeometric functions and arithmetic groups I Abstract: We ...

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Hypergeometric function | Basic property and differentiation by gp sir will help Engineering and Basic Science students to ...

In this video, I work through a couple of hypergeometric function exercises aimed at yielding some familiarity with the two most ...

Chair for the Talk: T. N. Venkataramana, TIFR Mumbai. Abstract: We give an introduction to the theory of both Gauss ...

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This is a graduate course that I taught at Sungkyunkwan University in 2017. We closely follow the book: Proofs and Confirmations ...

Speaker: Jorge Duque Title: Hodge cycles and Gauss hypergeometric function Date: 31/07/2020 Abstract: In this talk, we will ...

... bad all around if you couldn't tell How do we deal with this this is thankfully where hypergeometric functions come in to save us.

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A stumbling intro to hypergeometric functions, which can generalise lots of different common functions like ...

Woo! Yea! Who's up for round two?! Well here it is. Today I spend the first part of the video correcting a couple of mistakes from ...