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 * Martin Albrecht - ''M4RI(E)'' [[attachment:20111219_-_M4RI_-_Warwick.pdf | slides]]
 * John Cremona - ''Sage as a research tool'' [[attachment:sd35.pdf | slides]] and [[http://www.sagenb.org/home/pub/3867 | worksheet]]
 * Maarten Derickx - ''Torsion on elliptic curves over numberfields of small degree'' [[attachment:sd35-talk-mderickx.pdf | slides]]
 * Nick Hale - ''A Brief Introduction to Chebfun'' [[attachment:chebfun_warwick.pdf | slides]]
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 * David Harvey - ''Faster arithmetic for number-theoretic transforms'' [[attachment:fastntt.pdf | slides]]
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 * Simon King - ''How to implement new algebraic structures in Sage: Sage's category and coercion framework'' [[http://sage.math.washington.edu/home/SimonKing/SAGE/How%20to%20implement%20new%20algebraic%20structures%20in%20Sage.sws | short version used here]] and [[http://sagenb.org/home/pub/3837 | original longer version]]
 * Martin Albecht - ''M4RI(E)'' [[attachment:20111219_-_M4RI_-_Warwick.pdf | slides]]		  * Simon King - ''How to implement new algebraic structures in Sage: Sage's category and coercion framework'' [[http://sage.math.washington.edu/home/SimonKing/SAGE/How%20to%20implement%20new%20algebraic%20structures%20in%20Sage.sws | short worksheet used at sd35]] and [[http://sagenb.org/home/pub/3837 | original longer one]]
 * Andy Novocin - ''L1, a quasi-linear LLL algorithm'' [[attachment:novocin_L1.pdf | slides]]
 * Sebastian Pancratz - ''Upcoming p-adic functionality in FLINT and practical use cases'' slides to appear soon
 * Arne Storjohann - ''Some ideas for efficient implementation of algorithms for polynomial matrix computations'' [[attachment:talk.pdf | slides]]
 * Paul Zimmermann - ''CADO-NFS: integer factorization with the Number Field Sieve'' [[attachment:paulsd35.pdf | slides]]

Slides, worksheets and references for talks at Sage Days 35

  • Martin Albrecht - M4RI(E) slides

  • John Cremona - Sage as a research tool slides and worksheet

  • Maarten Derickx - Torsion on elliptic curves over numberfields of small degree slides

  • Nick Hale - A Brief Introduction to Chebfun slides

  • Bill Hart - FLINT slides

  • David Harvey - Faster arithmetic for number-theoretic transforms slides

  • Fredrik Johansson - Fast Special Functions slides

  • Simon King - How to implement new algebraic structures in Sage: Sage's category and coercion framework short worksheet used at sd35 and original longer one

  • Andy Novocin - L1, a quasi-linear LLL algorithm slides

  • Sebastian Pancratz - Upcoming p-adic functionality in FLINT and practical use cases slides to appear soon

  • Arne Storjohann - Some ideas for efficient implementation of algorithms for polynomial matrix computations slides

  • Paul Zimmermann - CADO-NFS: integer factorization with the Number Field Sieve slides

SageFlintDays/slides (last edited 2012-02-17 10:48:16 by mstreng)