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Ciprian Manolescu
Ciprian Manolescu
EMS Newsletter September 2012 1 EMS Agenda EMS Executive Committee EMS Agenda
FLOER THEORY and ITS TOPOLOGICAL APPLICATIONS 1. Introduction in Finite Dimensions, One Way to Compute the Homology of a Compact
Ciprian Manolescu Interview Conducted by Alexander Diaz-Lopez
On the Khovanov and Knot Floer Homologies of Quasi-Alternating Links
TRIANGULATIONS of MANIFOLDS in Topology, a Basic Building Block for Spaces Is the N-Simplex. a 0-Simplex Is a Point, a 1-Simplex
UCLA Electronic Theses and Dissertations
Combinatorial Link Floer Homology
A COMBINATORIAL DESCRIPTION of the LOSS LEGENDRIAN KNOT INVARIANT 1. Introduction Since the Construction of Heegaard Floer Invar
UCLA Electronic Theses and Dissertations
Homology Cobordism and Triangulations
Homology Cobordism and Triangulations
Arxiv:1603.00584V2 [Math.GT] 7 Nov 2017 Ups Htagroup a That Suppose That Three-Manifolds
The Conley Index, Gauge Theory, and Triangulations
Ciprian Manolescu Curriculum Vitae
Séminaire BOURBAKI Juin 2019 71E Année, 2018–2019, N 1164 MANOLESCU's WORK on the TRIANGULATION CONJECTURE by András I. S
Prize Is Awarded to the Author of an Outstanding Expository Article on a Mathematical Topic
Homology Cobordism and Triangulations
Top View
THE TRIANGULATION CONJECTURE in This Seminar We Are Trying to Prove the Following
Khovanov Homology and the Search for Exotic 4-Spheres
An Introduction to Knot Floer Homology
Triangulations of Manifolds by Ciprian Manolescu*,†
Periodic Floer Pro-Spectra from the Seiberg-Witten Equations
A CONCORDANCE INVARIANT from the FLOER HOMOLOGY of DOUBLE BRANCHED COVERS 1. Introduction in [23], Ozsváth and Szabó Associate
Arxiv:2108.10400V1 [Math.GT] 23 Aug 2021 Ι∗ : H∗(Yi; Z) → H∗(W ; Z) for I = 0, 1
No. 5, 839–852 C International Press 2007
A Note on Pl-Disks and Rationally Slice Knots
Sucharit Sarkar
Floer Theory and Its Topological Applications
SKEIN LASAGNA MODULES for 2-HANDLEBODIES 1. Introduction Over the Past Twenty Years, Categorified Knot Invariants Have Been a Ce
Arxiv:2102.04391V2 [Math.GT] 28 Feb 2021 # CP for N ≥ 1
UCLA Electronic Theses and Dissertations
Arxiv:1704.02020V3 [Math.GT] 13 Aug 2017 and Thin Knots (Including Many Hyperbolic Examples); See Also [3] for Related Applications
Arxiv:1803.09870V2 [Math.GT] 13 Aug 2018 Sta H Iko Vr Etxi Lhmoopi Oasphere a to Homeomorphic PL Is Manifold
Arxiv:2108.13566V1 [Math.GT] 31 Aug 2021
Four-Dimensional Topology
2019 E.H. Moore Research Article Prize
NEWSLETTER Issue: 495 - July 2021
Lectures on the Triangulation Conjecture
A Combinatorial Description of Knot Floer Homology
Arxiv:2012.12270V1 [Math.GT] 22 Dec 2020
SEIBERG-WITTEN THEORY on FOUR and THREE-MANIFOLDS Instructor: Francesco Lin Office: Fine 804 Tas: Irving Dai and Daniel Vitek Th
Homology Cobordism and Triangulations