Burghelea, Dan - Department of Mathematics, Ohio State University

Advanced Search

Burghelea, Dan - Department of Mathematics, Ohio State University

THE GEOMETRIC COMPLEX OF A MORSE--BOTT--SMALE PAIR AND AN EXTENSION OF A THEOREM BY
TORSION, AS A FUNCTION ON THE SPACE OF REPRESENTATIONS
ON THE TOPOLOGY AND ANALYSIS OF A CLOSED ONE FORM. I
Results on in nite dimensional topology and applications to the structure of the critical set of
A SHORT COURSE ON WITTEN HELFFER-SJOSTRAND THEORY
A RIEMANNIAN INVARIANT, EULER STRUCTURES AND SOME TOPOLOGICAL APPLICATIONS
DYNAMICS, SPECTRAL GEOMETRY AND TOPOLOGY DAN BURGHELEA
M; @ M; @ M; TORSIONS FOR MANIFOLDS WITH
DYNAMICS, LAPLACE TRANSFORM AND SPECTRAL DAN BURGHELEA AND STEFAN HALLER
Cyclic theory for commutative differential graded algebras and scohomology.
Persistence for Circle Valued Maps Dan Burghelea
REMOVING METRIC ANOMALIES FROM RAY SINGER TORSION
ON THE SPACE OF TRAJECTORIES OF A GENERIC GRADIENT LIKE VECTOR FIELD
arXiv:0707.1256v1[math.FA]9Jul2007 The geometry of the critical set of
DIFFEOMORPHISMS K THEORY AND FREE-LOOP SPACES D. Burghelea (Ohio State University)
Witten deformation of the analytic torsion and the Reidemeister torsion
LECTURES ON WITTEN HELFFER SJO"STRAND THEORY D. Burghelea (Ohio State University)
Witten deformation of the analytic torsion and the Reidemeister torsion
TORSIONS FOR MANIFOLDS WITH BOUNDARY AND GLUEING FORMULAS
Relative torsion D. Burghelea (Ohio State University)
NON-CONTRACTIBLE PERIODIC TRAJECTORIES OF SYMPLECTIC VECTOR FIELDS, FLOER
REMOVING METRIC ANOMALIES FROM RAY SINGER TORSION
LECTURES ON WITTEN HELFFER SJ OSTRAND THEORY
The topology of the monodromy map of the second order ODE
arXiv:math.DG/0610875v128Oct2006 COMPLEX VALUED RAYSINGER TORSION II
A RIEMANNIAN INVARIANT, EULER STRUCTURES AND SOME TOPOLOGICAL APPLICATIONS
Relative torsion D. Burghelea (Ohio State University)
Topological Persistence for Circle Valued Maps Dan Burghelea