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Felipe Cucker
Condition Length and Complexity for the Solution of Polynomial Systems
Dagrep-V005-I006-Complete.Pdf
Algebraic Settings for the Problem P6=NP?"
Full-Text
On the Mathematical Foundations of Learning
Valued Constraint Satisfaction Problems Over Infinite Domains
2021 Students, Who Have Studied at Any of the Local Institutions, to Stay and Work in Hong Kong for a Further 12 Months After Graduation
Jahresbericht Annual Report 2013
Focm 2017 Foundations of Computational Mathematics Barcelona, July 10Th-19Th, 2017 Organized in Partnership With
Condition the Geometry of Numerical Algorithms
Focm 2017 Foundations of Computational Mathematics Barcelona, July 10Th-19Th, 2017 Organized in Partnership With
Computing the Homology of Basic Semialgebraic Sets in Weak
Alperen Ali Ergür
Distance to Ill-Posedness and Smoothed Analysis
The Complexity and Geometry of Numerically Solving Polynomial Systems
Wh at Rule(S) Should I Use?
A Theory of Complexity, Condition, and Roundoff
On a Problem Posed by Steve Smale
Top View
66 AG17 Abstracts
Plantinga-Vegter Algorithm Takes Average Polynomial Time , , and Relies on Techniques That Are Only Useful for Gaussian Mea- 3.2 Average and Smoothed Complexity Sures
On the Homology of Semialgebraic Sets
Communicated by Felipe Cucker MATHEMATICS of the NEURAL RESPONSE
On the Power of Real Turing Machines Over Binary Inputs Felipe Cucker, Dima Grigoriev
Arxiv:2001.11994V4
Thematic Program on the Foundations of Computational Mathematics
Fast Real and Complex Root-Finding Methods for Well-Conditioned Polynomials
Condition Length and Complexity for the Solution of Polynomial Systems
Where Turing Meets Newton1
Learning Theory: an Approximation Theory Viewpoint Felipe Cucker and Ding-Xuan Zhou Frontmatter More Information
2-Page Résumé
Arxiv:2004.06879V1 [Cs.CG] 15 Apr 2020 Keywords Geometry
Identifiability of Interaction Kernels in Mean-Field Equations of Interacting Particles
Real Computations with Fake Numbers
Probabilistic Condition Number Estimates for Real Polynomial
Arxiv:1809.03626V3 [Math.AG] 20 Jun 2021 C-908.JMR a Atal Upre Ynfgat CCF-14 Grants NSF by Supported Partially Pra Was 52749 by 1900881
Complexity and Foundations of Computational Mathematics. 1
Emergent Behavior in Flocks Felipe Cucker and Steve Smale
MAA Basic Library List Last Updated 2/1/18 Contact Darren Glass (
[email protected]
) with Questions
CURRICULUM VITAE of Josué TONELLI-CUETO 0000-0002-2904-1215