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Les vidéos associées à polynomial matricesVoir +
![Designing and exploiting fast algorithms for univariate polynomial matrices - Lecture 2]()
01:27:52publiée le 25 mars 2024Designing and exploiting fast algorithms for univariate polynomial matrices - Lecture 2
De Vincent Neiger
![Designing and exploiting fast algorithms for univariate polynomial matrices - Lecture 1]()
01:27:53publiée le 25 mars 2024Designing and exploiting fast algorithms for univariate polynomial matrices - Lecture 1
De Vincent Neiger
![Efficient algorithms for integer and polynomial matrices - Part 8: Computing the Smith form with multipliers of a nonsingular integer matrix]()
publiée le 22 septembre 2023Efficient algorithms for integer and polynomial matrices - Part 8: Computing the Smith form with multipliers of a nonsingular integer matrix
De George Labahn , Arne Storjohann
![Efficient algorithms for integer and polynomial matrices - Part 7: Fast Hermite Normal Form Computation (integer case)]()
publiée le 22 septembre 2023Efficient algorithms for integer and polynomial matrices - Part 7: Fast Hermite Normal Form Computation (integer case)
De George Labahn , Arne Storjohann
![Efficient algorithms for integer and polynomial matrices - Part 6: Fast Hermite Form Computation for polynomial matrices (also fast determinant)]()
publiée le 21 septembre 2023Efficient algorithms for integer and polynomial matrices - Part 6: Fast Hermite Form Computation for polynomial matrices (also fast determinant)
De George Labahn , Arne Storjohann
![Efficient algorithms for integer and polynomial matrices - Part 5: More on Hermite Normal Form (focus on integer matrices)]()
publiée le 21 septembre 2023Efficient algorithms for integer and polynomial matrices - Part 5: More on Hermite Normal Form (focus on integer matrices)
De George Labahn , Arne Storjohann
![Efficient algorithms for integer and polynomial matrices - Part 4: Introduction to some Matrix Normal Forms]()
publiée le 19 septembre 2023Efficient algorithms for integer and polynomial matrices - Part 4: Introduction to some Matrix Normal Forms
De George Labahn , Arne Storjohann
![Efficient algorithms for integer and polynomial matrices - Part 3: Linear algebra over ℤ and K[𝑥]]()
publiée le 19 septembre 2023Efficient algorithms for integer and polynomial matrices - Part 3: Linear algebra over ℤ and K[𝑥]
De George Labahn , Arne Storjohann
![Efficient algorithms for integer and polynomial matrices - Part 3: Linear algebra over ℤ and K[𝑥]](/media/cache/video_light/uploads/video/Capture%20d%E2%80%99%C3%A9cran%202023-10-06%20%C3%A0%2011.46.14.png)
