Preliminary program
The full program of the FCRC conference is available at timeline.pdf and also includes the list of the rooms.
Time | Wed, June 8 | Thur, June 9 | Fri, June 10 | Sat, June 11 | |||
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8.00–8.40 | Breakfast | ||||||
8.40–9.00 | Opening Remarks | ||||||
9.00–9.50 | Tutorials | Resultant and Gröbner Bases | Integration and Arithmetic | Differential Systems | Equation solving | Interpolation and Factoring | System Solving |
9.50–10.30 | Break | Break / Poster session | Break | ||||
10.30–11.20 | Resultant and Gröbner Bases | Integration and Arithmetic | Differential Systems | Equation solving | Interpolation and Factoring | System Solving | |
11.30–12.30 | FCRC plenary talk | FCRC plenary talk | ISSAC Invited Talk: Gilles Villard | ||||
12.30–1.30 | Lunch | ||||||
2.00–3.00 | Software presentations and Poster session | ISSAC Invited Talk: Victor Miller | Gröbner Bases | Applications | |||
3.00–3.45 | Linear Algebra | Software and Geometry | |||||
3.45–4.00 | Closing Remarks | ||||||
4.00–4.20 | Break | ||||||
4.20–5.00 | Linear Algebra | Software and Geometry | |||||
5.00–5.30 | |||||||
5.30–6.00 | |||||||
6.00–6.30 | Business Meetings | ||||||
7.00 | ISSAC-SNC Joint Banquet |
Preliminary detailed program
Wednesday | Tutorials |
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9.00 am | A.Szanto. Hybrid symbolic-numeric methods for the solution of polynomial systems. |
11.20 am | Lunch |
1.30 pm | M.Kauers. The Concrete Tetrahedron. |
3.50 pm | Break |
4.10 pm - 6.30 pm | P.Bürgisser. Probabilistic Analysis of Condition Numbers. |
Thursday morning |
Resultant and Gröbner Bases Session chair: A. Szanto |
Integration and Arithmetic Session chair: H. Li |
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9.00 | Wei Li, Xiao-Shan Gao and Chun-Ming Yuan. Sparse Differential Resultant. | Jonathan Borwein, Armin Straub. Special Values of Generalized log-sine Integrals. |
9.25 | Angelos Mantzaflaris and Bernard Mourrain. Deflation and Certified Isolation of Singular Zeros of Polynomial Systems. | Jacques-Arthur Weil, Ainhoa Aparicio-Monforte, Moulay Barkatou, Sergi Simon . Formal First Integrals Along Solutions of Differential Systems I. |
9.50 | Break | |
10.30 | Jean-Charles Faugère, Chenqi Mou. Fast Algorithm for Change of Ordering of Zero-dimensional Gröbner Bases with Sparse Multiplication Matrices. | Curtis Bright, Arne Storjohann. Vector Rational Number Reconstruction. |
10.55 | Daniel Cabarcas, Jintai Ding. Linear Algebra to Compute Syzygies and Groebner Bases. | Alexey Pospelov. Fast Fourier Transforms over Poor Fields. |
11.30 | FCRC Plenary talk |
Thursday afternoon | Software Presentations |
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2.00 | M. Joswig, A. Paffenholz. Defect polytopes and counter- examples with polymake. |
2.25 | J. A. De Loera, B. Dutra, M. Köppe, S. Moreinis, G. Pinto, J. Wu. Software for exact integration of polynomials over polyhedra. |
2.50 | F. Effenberger and J. Spreer. Simplicial blowups and discrete normal surfaces in simpcomp. |
3.15 | Ch. Chen, J. H. Davenport, F. Lemaire, M. Moreno Maza, B. Xia, R. Xiao, Y. Xie. Computing the real solutions of polynomial systems with the RegularChains library in Maple. |
3.40 | Poster session |
4.10 | A. Montes. Software for computing the Groebner cover of a parametric ideal. |
4.35 | J. van der Hoeven, G. Lecerf, B. Mourrain, P. Trebuchet, J. Berthomieu, D. N. Diatta, A. Mantzaflaris. Mathemagix: The quest of modularity and efficiency for symbolic and certified numeric computation. |
5.00 | Maplesoft presentation |
Friday morning |
Differential Systems Session chair: A. Tiwari |
Equation Solving Session chair: M. Safey El Din |
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9.00 | Manuel Kauers, Carsten Schneider. A Refined Denominator Bounding Algorithm for Multivariate Linear Difference Equations. | Andre Galligo, Daniel Bembe. Virtual Roots of a Real Polynomials and Fractional Derivatives |
9.25 | Tingting Fang, Mark van Hoeij. 2-descent for Second Order Linear Differential Equations. | Adam Strzebonski, Elias Tsigaridas. Univariate Real Root Isolation in an Extension Field. |
9.50 | Poster session | |
10.30 | Shaoshi Chen, Ruyong Feng, Guofeng Fu and Ziming Li. On the Structure of Compatible Rational Functions. | Michael Kerber, Michael Sagraloff. Efficient Real Root Approximation. |
10.55 | Li Guo, William Sit and Ronghua Zhang. On Rota’s Problem for Linear Operators in Associative Algebras. | Chee Yap, Michael Sagraloff. A Simple But Exact and Efficient Algorithm for Complex Root Isolation. |
11.30 | FCRC Plenary talk |
Friday afternoon |
Linear Algebra Session chair: M. Giesbrecht |
Software and Geometry Session chair: E. Tsigaridas |
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2.00 |
Invited Talk: Victor Miller. Computational Aspects of Elliptic Curves and Modular Forms. Session chair: E. Volcheck. |
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3.00 | Alessandra Bernardi, Pierre Comon, Bernard Mourrain, Jerome Brachat. Tensor Decomposition and Moment Matrices. | Yue Li, Gabriel Dos Reis. An Automatic Parallelization Framework for Algebraic Computation Systems. |
3.25 | Victor Y. Pan, Guoliang Qian, Ai-Long Zheng. GCDs and AGCDS of Univariate Polynomials by Matrix Methods. | Benjamin A. Burton. Detecting Genus in Vertex Links for the Fast Enumeration of 3-manifold Triangulations. |
3.50 | Break | |
4.20 | Erich Kaltofen, Michael Nehring, B. David Saunders. Quadratic-time Certificates in Linear Algebra. | Dustin Moody. Division Polynomials for Jacobi Quartic Curves. |
4.45 | Somit Gupta, Arne Storjohann. Computing Hermite Forms of Polynomial Matrices. | Jeremy-Yrmeyahu Kaminski, Yann Sepulcre. Using Discriminant Curves to Recover a Surface of P4 From Two Generic Linear Projections. |
5.10 | B. David Saunders, David H. Wood, Bryan Youse. Symbolic-numeric Exact Rational Linear System Solution. | Leilei Guo, Feng Liu. An Algorithm for Computing Set- Theoretic Generators of an Algebraic Variety. |
5.35 | Soumojit Sarkar, Arne Storjohann. Normalization of Row Reduced Polynomial Matrices. | Hongbo Li, Ruiyong Sun, Shoubin Yao, Ge Li. Approximate Rational Solutions for Rational ODEs Defined on Discrete Differentiable Curves. |
Saturday morning |
Interpolation and Factoring Session chair: M. Monagan |
System Solving Session chair: A. Leykin |
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9.00 | Erich Kaltofen and Michael Nehring. Supersparse black box rational function interpolation. | Prabhanjan Ananth, Ambedkar Dukkipati. Border Basis Detection is NP- complete. |
9.25 | Mark Giesbrecht and Daniel Roche. Diversification improves interpolation. | Ernst W. Mayr, Stephan Ritscher. Space-efficient Gröbner Basis Computation without Degree Bounds. |
9.50 | Break | |
10.30 | Andrew Novocin, Mark van Hoeij, Jürgen Klüners. Generating Subfields. | Changbo Chen, Marc Moreno Maza. Algorithms for Computing Triangular Decompositions of Polynomial Systems. |
10.55 | Andrew Novocin, William Hart, Mark van Hoeij. Practical Polynomial Factorization in Polynomial Time. | Changbo Chen, James H. Davenport, Marc Moreno Maza, Bican Xia, Rong Xiao. Computing with Semi- Algebraic Sets Represented by Triangular Decomposition. |
11.30 |
Invited Talk: Gilles Villard. Recent progress in linear algebra for lattice basis reduction. Session chair: É. Schost |
Saturday afternoon |
Gröbner Bases Session chair: M. Moreno Maza |
Applications Session chair: J. Johnson |
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2.00 | Deepak Kapur, Yao Sun, Dingkang Wang. Computing Comprehensive Gröbner Systems and Comprehensive Gröbner Bases Simultaneously. | Zhikun She, Bai Xue, Zhiming Zheng. Algebraic Analysis on Asymptotic Stability of Continuous Dynamical Systems. |
2.25 | Kosaku Nagasaka. Computing a Structured Gröbner Basis Approximately. | Thomas Sturm, Ashish Tiwari. Verification and Synthesis Using Real Quantifier Elimination. |
2.50 | Yao Sun, Dingkang Wang. A Generalized Criterion for Signature Related Gröbner Basis Algorithms. | Yue Ma, Lihong Zhi. The Minimum-Rank Gram Matrix Completion via Fixed Point Continuation Method. |
3.15 | John Perry, Christian Eder. Signature-based Algorithms to Compute Groebner Bases. | Aurélien Greuet, Mohab Safey El Din. On the Reachability the Infimum of an Unconstrained Global Optimization Problem and Real Equation Solving. |