Bahls, Patrick - Department of Mathematics, Univerisity of North Carolina at Asheville

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Bahls, Patrick - Department of Mathematics, Univerisity of North Carolina at Asheville

CLAWFREENESS OF THE POWERS OF A GRAPH PATRICK BAHLS AND NICOLE A. GIN
ASYMPTOTIC CONNECTIVITY OF HYPERBOLIC PLANAR GRAPHS PATRICK BAHLS AND MICHAEL R. DIPASQUALE
ON THE RAMSEY NUMBERS OF TREES WITH SMALL DIAMETER PATRICK BAHLS AND T. SCOTT SPENCER
Proofs and Persuasion: A Cross-Disciplinary Analysis of Math Students' Writing
UTILITY AND EXPANDABILITY OF CHANNEL ASSIGNMENTS* PATRICK BAHLS AND THOMAS MAHONEY
GRACEFULNESS OF FAMILIES OF SPIDERS PATRICK BAHLS, SARA LAKE, AND ANDREW WERTHEIM
PROPERTIES OF CERTAIN NONUNIFORM RECURSIVE TREES PATRICK BAHLS AND SAMUEL R. KAPLAN
The Mathematical Muse: Using Math to Construct Poetry Patrick Bahls
INTRODUCTION AND MOTIVATION We recall that a Coxeter system is a pair (W; S) where W is a group generated by
Questions for Summer 2009 (1) Chromaticity.
INDEPENDENCE POLYNOMIALS OF UNIFORM COMPOUND GRAPHS PATRICK BAHLS
ORDERING BS(1, 3) USING THE MAGNUS TRANSFORMATION PATRICK BAHLS, VOULA COLLINS, AND ELIZABETH HERON
ON THE INDEPENDENCE POLYNOMIALS OF PATH-LIKE GRAPHS PATRICK BAHLS
THE AVERAGE CONNECTIVITY OF A FAMILY OF EXPANDER GRAPHS
SYMMETRY AND UNIMODALITY OF INDEPENDENCE POLYNOMIALS OF PATH-LIKE GRAPHS
THE EFFECT OF COALITIONS ON THE BANZHAF POWER INDEX PATRICK BAHLS, SAMUEL KAPLAN, AMANDA KETNER
ASYMPTOTIC CONNECTIVITY OF INFINITE GRAPHS PATRICK BAHLS
CHANNEL ASSIGNMENT ON CAYLEY GRAPHS PATRICK BAHLS
THE LOCATION OF ROOTS OF LOGARITHMICALLY CONCAVE POLYNOMIALS
Potential research questions for Summer 2011 Listed below are various questions about which I've given some (though sometimes very little)