A Stratification of the Space of Branched Polymers Sara Billey University of Washington Combinatorics 2010: Advances, Trends and Speculations

Source URL: www.math.washington.edu

Casper College Mathematics and Statistics Placement TableI * All test scores are valid up to one year from the date of the test For other placement test (SAT, Accuplacer, etc.) contact the Math Placement Coordinator ACT

Source URL: www.caspercollege.edu

• Vistamar School
• Theoretical computer science
• Mathematics education
• Combinatorics

Hierarchical organisation of Britain through percolation theory Elsa Arcaute∗1 , Carlos Molinero1 , Erez Hatna2 , Roberto Murcio1 , Camilo Vargas-Ruiz1 , Paolo Masucci1 , Jiaqiu Wang1 , and Michael Batty1 arXiv:1504.0

Source URL: www.spatialcomplexity.info

• Critical phenomena
• Combinatorics
• Phase transitions
• Geostatistics
• Dimension theory
• Percolation theory
• Cluster analysis
• Percolation
• Fractal dimension
• Statistics
• Mathematics
• Physics

Additive Number Theory Examples SheetW. T. G. (i) Deduce the following extension of Roth’s theorem from Ruzsa’s lemma (and

Source URL: www.dpmms.cam.ac.uk

• Function
• Invariant theory
• Combinatorics
• Dyadic cubes
• Mathematics
• Constructible universe
• Ordinal number

COXETER-KNUTH GRAPHS AND A SIGNED LITTLE MAP FOR TYPE B REDUCED WORDS SARA BILLEY, ZACHARY HAMAKER, AUSTIN ROBERTS AND BENJAMIN YOUNG Abstract. We define an analog of David Little’s algorithm for reduced words in type

Source URL: www.math.washington.edu

• Symmetric functions
• Algebraic combinatorics
• Coxeter group
• Graph theory
• Representation theory
• Young tableau
• Harold Scott MacDonald Coxeter
• Littlewood–Richardson rule
• Modal logic
• Abstract algebra
• Mathematics
• Algebra

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Source URL: www.math.washington.edu

• Binomial coefficient
• Combinatorics
• Gauss–Lucas theorem
• Number theory
• Transcendental numbers
• Sipser–Lautemann theorem
• Partial fraction
• Mathematics
• Mathematical analysis
• Integer sequences

The Fractured Nature of British Politics Carlos Molinero∗, Elsa Arcaute , Duncan Smith , and Michael Batty arXiv:submitphysics.soc-ph] 1 MayCentre for Advanced Spatial Analysis (CASA)

Source URL: www.spatialcomplexity.info

• Critical phenomena
• Computing
• Lattice models
• Percolation threshold
• Percolation theory
• Cluster analysis
• Percolation
• Computer cluster
• Conductivity near the percolation threshold
• Statistics
• Mathematics
• Combinatorics

JMLR: Workshop and Conference Proceedings 34:21–32, 2014 Proceedings of the 12th ICGI Towards a rationalist theory of language acquisition Edward Stabler

Source URL: jmlr.org

• Combinatorics
• Regular language
• Poverty of the stimulus
• Formal grammar
• Context-free grammar
• Language acquisition
• Verb phrase
• Universal grammar
• Parsing
• Formal languages
• Linguistics
• Language

STANLEY’S SIMPLICIAL POSET CONJECTURE, AFTER M. MASUDA EZRA MILLER AND VIC REINER Abstract. M. Masuda recently provided the missing piece proving a conjecture of R.P. Stanley on the characterization of f -vectors for G

Source URL: www.math.duke.edu

• Geometry
• Polyhedral combinatorics
• Topology
• Polytopes
• H-vector
• Stanley–Reisner ring
• Simplex
• Abstract algebra
• Mathematics
• Algebraic combinatorics

Processes on networks • Robustness, resilience • Random walks • Diffusion, spreading • Rumor propagation • Opinion/consensus formation

Source URL: www.liafa.univ-paris-diderot.fr

• Networks
• Combinatorics
• Computing
• Systems theory
• Percolation theory
• Scale-free network
• Percolation
• Computer cluster
• Weighted network
• Graph theory
• Mathematics
• Network theory