Research in Options 2018 Honoring Bruno Dupire’s 60th Birthday Búzios, Rio de Janeiro, November 24 – 28, 2018 Speaker: Martin Schweizer (ETH Zürich) Videos p...

Research in Options 2018 Honoring Bruno Dupire’s 60th Birthday Búzios, Rio de Janeiro, November 24 – 28, 2018 Speaker: Jim Gatheral (Baruch College, CUNY) - ...

Research in Options 2018 Honoring Bruno Dupire’s 60th Birthday Búzios, Rio de Janeiro, November 24 – 28, 2018 Speaker: Alberto Pinto (University of Porto) Vi...

Research in Options 2018 Honoring Bruno Dupire’s 60th Birthday Búzios, Rio de Janeiro, November 24 – 28, 2018 Speaker: Matheus Grasselli (McMaster University...

Research in Options 2018 Honoring Bruno Dupire’s 60th Birthday Búzios, Rio de Janeiro, November 24 – 28, 2018 Speaker: Bruno Dupire (Bloomberg, NY) Videos pl...

Research in Options 2018 Honoring Bruno Dupire’s 60th Birthday Búzios, Rio de Janeiro, November 24 – 28, 2018 Speaker: Sebastian Jaimungal (Univ. of Toronto)...

Research in Options 2018 Honoring Bruno Dupire’s 60th Birthday Búzios, Rio de Janeiro, November 24 – 28, 2018 Speaker: Diogo Duarte (Florida International Un...

Research in Options 2018 Honoring Bruno Dupire’s 60th Birthday Búzios, Rio de Janeiro, November 24 – 28, 2018 Speaker: Jim Gatheral (Baruch College) Videos p...

Research in Options 2018 Honoring Bruno Dupire’s 60th Birthday Búzios, Rio de Janeiro, November 24 – 28, 2018 Speaker: Christopher Hofmann (Chemnitz Universi...

So did the derivatives of tanh^-1(x) and coth^-1(x) and found out they are the same! But.... are they???

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In this video, I present the divergence theorem, which is a natural generalization of the fundamental theorem of calculus in 3 dimensions. It says that the s...

Use your best friend to get the form, radius of convergence, interval of convergence of the power series for a rational function! Best Friend: https://youtu....

Learn how to find the power series expansions for sin(x) and cos(x) centered at 0. We will also find their radii of convergence. 0:00 power series of sin(x)6...

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This video is the result of me obsessing about pinning down the ultimate…