Fields- Workshop on Linear Computer Algebra and Symbolic-Numeric Computation

  1. Title:
    Overview of the recent progress on matrix multiplication

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  2. Title:
    High performance dense linear algebra: arithmetic, algorithms and their parallelization

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  3. Title:
    A Crash Course on Fast Interactive Proofs

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  4. Title:
    Essentially Optimal Certificates in Linear Algebra

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  5. Title:
    On rational functions without spurious poles

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  6. Title:
    Order bases, kernel bases and their use in fast polynomial matrix arithmetic

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  7. Title:
    The "Rheinfall" parallel algorithm for Gaussian Elimination

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  8. Title:
    The Probability that Block Wiedemann Correctly Computes Invariant factors

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  9. Title:
    Quasideterminants, Degree Bounds and Algorithms for Matrices of Differential and Difference Polynomials

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  10. Title:
    Symbolic-numeric computation of cutting planes for integer programming

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  11. Title:
    Fast matrix rank algorithms and applications

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  12. Title:
    Solving Large Optimization Problems using Spectral Graph Theory

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  13. Title:
    Fast computation of minimal interpolation bases with arbitrary weights

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  14. Title:
    Adaptive and generic parallel //computation of echelon forms

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  15. Title:
    Exploring the Extended Linearization Algorithm (or XL Algorithm) for Solving Polynomial Systems of Equations, with Remarks toward NP-Completeness

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  16. Title:
    Some recent techniques for faster linear algebra

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  17. Title:
    Toward a numerical description of a complex affine scheme

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  18. Title:
    Sparse implicitization by interpolation matrices

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  19. Title:
    Issues in Blind Deconvolution via Computer Algebra (A Tale from the Dark Side)

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  20. Title:
    SPECTRA: solving exactly linear matrix inequalities

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