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Preprint 2014 MORSE THEORY AND LESCOP’S EQUIVARIANT PROPAGATOR FOR 3-MANIFOLDS WITH b1 = 1 FIBERED OVER S1 TADAYUKI WATANABE Abstract For a 3-manifold M with b1M = 1 fibered…
Morse theory for rank 2 Higgs bundles Graeme Wilkin Johns Hopkins University joint with George Daskalopoulos Brown University Jonathan Weitsman UCSC Preprints available at…
A Brief Introduction to Morse Theory Gianmarco Molino Motivating Ideas Morse Theory Motivating Example Attaching λ-cells Morse Inequalities and Euler’s Number Applications…
G G G G TTTTT T T T Circle-valued Morse theory and Reidemeister torsion Michael Hutchings Yi-Jen Lee Email: [email protected] and [email protected] Abstract
Morse theory, Floer theory, and String Topology Ralph Cohen Stanford University Abel Symposium Oslo, Norway August, 2007 Let M be a closed, oriented, smooth n-manifold, T…
Morse Theory for Lagrange Multipliers γ=0 grad γ grad f Guangbo Xu Princeton University and Steve Schecter North Carolina State University 1 2 3 Outline (1) History of…
Factorability Discrete Morse Theory and a Reformulation of Kπ 1-conjecture DISSERTATION zur Erlangung des Doktorgrades Dr rer nat der Mathematisch-Naturwissenschaftlichen…
Morse Theory for Lagrange Multipliers γ=0 grad γ grad f Guangbo Xu Princeton University and Steve Schecter North Carolina State University 1 2 3 Outline 1 History of Mathematics…
CIRCLE-VALUED MORSE THEORY FOR FRAME SPUN KNOTS AND SURFACE-LINKS HISAAKI ENDO AND ANDREI PAJITNOV ABSTRACT Let Nk Ă Sk`2 be a closed oriented submanifold denote its comple-…
Morse Theory for the Space of Higgs Bundles Graeme Wilkin Abstract The purpose of this paper is to prove the necessary analytic results to construct a Morse theory for the…
THE THOM ISOMORPHISM IN GAUGE-EQUIVARIANT K-THEORY VICTOR NISTOR AND EVGENIJ TROITSKY Abstract In a previous paper 15 we have introduced the gauge-equivariant K-theory group…
The Ubiquitous Thue-Morse Sequence Jeffrey Shallit School of Computer Science University of Waterloo Waterloo, Ontario N2L 3G1 Canada [email protected] http://www.cs.uwaterloo.ca/~shallit…
MORSE THEORY FOR LAGRANGE MULTIPLIERS AND ADIABATIC LIMITS STEPHEN SCHECTER AND GUANGBO XU Abstract Given two Morse functions f µ on a compact manifold M we study the Morse…
Morse Genericity and Morse’s Theorem for compact smooth manifolds. Tomas Kojar MAT 477Y March 25-th, 2014 Tomas Kojar (2014) Morse Genericity and Morse’s Theorem for…
MORSE THEORY AND STABLE PAIRS RICHARD A. WENTWORTH AND GRAEME WILKIN Abstract. We study the Morse theory of the Yang-Mills-Higgs functional on the space of pairs A,Φ, where…
Perfect discrete Morse functions Neža Mramor Kosta joint work with Hanife Vari Mehmetcik Pamuk University of Ljubljana Slovenia Middle Eastern Technical University Ankara…
Extension of inverses of Γ-equivariant holomorphic embeddings of bounded symmetric domains of rank ≥ 2 and applications to rigidity problems Ngaiming Mok and Kwok-Kin…
EQUIVARIANT ALGEBRAIC COBORDISM JEREMIAH HELLER AND JOSÉ MALAGÓN-LÓPEZ Abstract We construct an equivariant algebraic cobordism theory for schemes with an action by…
SUBLINEARLY MORSE BOUNDARY II: PROPER GEODESIC SPACES YULAN QING, KASRA RAFI, AND GIULIO TIOZZO Abstract. We build an analogue of the Gromov boundary for any proper geodesic
G-equivariant φ-coordinated quasi modules for quantum vertex algebras Haisheng Li1 Department of Mathematical Sciences Rutgers University Camden NJ 08102 USA Abstract This…