cswiercz.info

Chris Swierczewski - About Me

Department of Applied Mathematics. Seattle, WA 98195-3925. Office: Lewis Hall 304. I am a Ph.D. student in the Department of Applied Mathematics. At the University of Washington. My research is in applications of algebraic geometry to nonlinear partial differential equations with my advisor, Bernard Deconinck. Outside of work, I enjoy hiking, backpacking, poker, board games, and fine Washingtonian and Oregonian beers and wines. AMath 483/583 - Spring 2016 - High Performance Scientific Computing.

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Chris Swierczewski - About Me | cswiercz.info Reviews

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Department of Applied Mathematics. Seattle, WA 98195-3925. Office: Lewis Hall 304. I am a Ph.D. student in the Department of Applied Mathematics. At the University of Washington. My research is in applications of algebraic geometry to nonlinear partial differential equations with my advisor, Bernard Deconinck. Outside of work, I enjoy hiking, backpacking, poker, board games, and fine Washingtonian and Oregonian beers and wines. AMath 483/583 - Spring 2016 - High Performance Scientific Computing.

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1 chris swierczewski

2 university of washington

3 cswiercz@uw edu

4 resume

5 curriculum vitae

6 pgp key

7 research

8 research blog

9 publications

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Chris Swierczewski - About Me | cswiercz.info Reviews

https://cswiercz.info

Department of Applied Mathematics. Seattle, WA 98195-3925. Office: Lewis Hall 304. I am a Ph.D. student in the Department of Applied Mathematics. At the University of Washington. My research is in applications of algebraic geometry to nonlinear partial differential equations with my advisor, Bernard Deconinck. Outside of work, I enjoy hiking, backpacking, poker, board games, and fine Washingtonian and Oregonian beers and wines. AMath 483/583 - Spring 2016 - High Performance Scientific Computing.

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cswiercz.info

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Chris Swierczewski - The Math Devil

http://www.cswiercz.info/2015/07/24/the-math-devil.html

Department of Applied Mathematics. Seattle, WA 98195-3925. Office: Lewis Hall 304. Granted, I don’t have the patience for computations that take more than a minute but I think I set my software performance standards pretty high.). It has been frustrating trying to come up with a more direct version of this algorithm. So when I read the following from a recent New York Times article on Terry Tao. I couldn’t help but laugh. (And relate.). You have your first clue. Larr; Back to Blog.

2

Chris Swierczewski - Talks

http://www.cswiercz.info/talks.html

Department of Applied Mathematics. Seattle, WA 98195-3925. Office: Lewis Hall 304. Here are links to slides and any relevant code used of some select talks that I’ve given on my research.

3

Chris Swierczewski - Talk - Finding Roots of Polynomials

http://www.cswiercz.info/2015/01/22/newton-talk.html

Department of Applied Mathematics. Seattle, WA 98195-3925. Office: Lewis Hall 304. Talk - Finding Roots of Polynomials. I was invited to give an undergraduate-level talk at the Seattle University Math Colloquia. On the topic of numerical root finding using Smale’s alpha theory. Below are the slides I used for the talk. The demonstations were performed in the Python programming language using the iPython Notebook. You can download the demo notebook (.ipynb). Larr; Back to Blog.

4

Chris Swierczewski - Talk - Introduction to Git and Github

http://www.cswiercz.info/2015/04/09/git-and-github-talk.html

Department of Applied Mathematics. Seattle, WA 98195-3925. Office: Lewis Hall 304. Talk - Introduction to Git and Github. The Mathematics department is putting on a seminar / reading course in data science. As we learn about the mathematical problems and tools we will code up the techniques in Python and other languages. Larr; Back to Blog.

5

Chris Swierczewski - Computing the Valuation Divisor

http://www.cswiercz.info/2014/11/22/the-valuation-divisor.html

Department of Applied Mathematics. Seattle, WA 98195-3925. Office: Lewis Hall 304. Computing the Valuation Divisor. I am currently implementing an algorithm for computing the valuation divisor of a differential on a Riemann surface. The valuation divisor. The way in which I find these places depends whether the place is discriminant or not. That is, if the x-projection of the place onto the curve is a discriminant point of the curve. Using the technique discussed in my previous post. Let $x = (x 1, ldots...

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Check out the FAQ! Sort by ». Http:/ wiki.sagemath.o. Http:/ www.labri.fr/pe. Http:/ www.math.washin. Http:/ google.com/ Ral. Http:/ www.cswiercz.info/. Powered by Askbot version 0.7.56.

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GitHub - abelfunctions/abelfunctions: A library for computing with Abelian functions, Riemann surfaces, and algebraic curves.

https://github.com/cswiercz/abelfunctions

A library for computing with Abelian functions, Riemann surfaces, and algebraic curves. Use Git or checkout with SVN using the web URL. Jul 21, 2016. Generalize Riemann theta for N derivatives. Provide a method for computing the raidus of the bounding ellipsoid with derivatives of arbitrary order. Minor improvements on RiemannTheta() itself for supporting arbitrary order derivatives. Tests compare results to Maple's output. Failed to load latest commit information. Jun 23, 2016. Riemann matrix() array([ -.

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cswiercz.info

Chris Swierczewski - About Me

Department of Applied Mathematics. Seattle, WA 98195-3925. Office: Lewis Hall 304. I am a Ph.D. student in the Department of Applied Mathematics. At the University of Washington. My research is in applications of algebraic geometry to nonlinear partial differential equations with my advisor, Bernard Deconinck. Outside of work, I enjoy hiking, backpacking, poker, board games, and fine Washingtonian and Oregonian beers and wines. AMath 483/583 - Spring 2016 - High Performance Scientific Computing.

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