
- Contemporary Mathematics Agranovich-Dynin Formula for the Zeta-determinants of the
- Casimir Force, Casimir Operators and the Riemann Hypothesis, 89104 de Gruyter 2010 Ruelle zeta function and prime geodesic
- ANALYTIC TORSION AND RUELLE ZETA FUNCTIONS FOR HYPERBOLIC MANIFOLDS WITH CUSPS
- ZETA FUNCTIONS OF DIRAC AND LAPLACE-TYPE OPERATORS OVER FINITE CYLINDERS
- -DETERMINANTS OF LAPLACIANS WITH NEUMANN AND DIRICHLET BOUNDARY CONDITIONS
- DECOMPOSITION OF THE -DETERMINANT FOR THE LAPLACIAN ON MANIFOLDS WITH CYLINDRICAL END
- ON THE GLUING PROBLEM FOR DIRAC OPERATORS ON MANIFOLDS WITH CYLINDRICAL ENDS
- HALF DENSITY VOLUMES OF REPRESENTATION SPACES OF SOME 3-MANIFOLDS AND THEIR APPLICATION
- Analytic Surgery of the -determinant of the Dirac operator Jinsung Park, Krzysztof P. Wojciechowski a
- ELECTRONIC RESEARCH ANNOUNCEMENTS OF THE AMERICAN MATHEMATICAL SOCIETY
- RELATIVE FORMUL FOR THE SPECTRAL INVARIANTS OF THE b-CALCULUS AND GENERALIZED
- Casimir Force, Casimir Operators and the Riemann Hypothesis, 115 de Gruyter 2010 Ruelle zeta function and Prime geodesic
- The ubiquitous -function and some of its "usual" and "unusual" meromorphic properties
- JEFFREY-WEITSMAN-WITTEN INVARIANTS OF SEIFERT FIBRED MANIFOLDS
- Bull. Korean Math. Soc. 38 (2001), No. 2, pp. 413425 ON THE ISOSPECTRA AND THE ISOMETRIES
- ADIABATIC DECOMPOSITION OF THE -DETERMINANT OF THE DIRAC LAPLACIAN I.
- Mathematical Research Letters 9, 1725 (2002) SCATTERING THEORY AND ADIABATIC DECOMPOSITION
- Journal of Geometry and Physics 52 (2004) 2843 Determinant bundles, boundaries, and surgery
- THE -DETERMINANT OF GENERALIZED APS BOUNDARY PROBLEMS OVER THE CYLINDER
- Functional determinants for the Dirac equation with mixed pseudodifferential boundary conditions over finite cylinders
- Journal of Functional Analysis 242 (2007) 195229 www.elsevier.com/locate/jfa
- FUNCTIONAL DETERMINANTS FOR GENERAL SELF-ADJOINT EXTENSIONS OF LAPLACE-TYPE OPERATORS
- J Geom Anal (2008) 18: 835888 DOI 10.1007/s12220-008-9028-9
- REGULARITY OF THE ETA FUNCTION ON MANIFOLDS WITH PAUL LOYA, SERGIU MOROIANU, AND JINSUNG PARK
- ETA INVARIANT AND SELBERG ZETA FUNCTION OF ODD TYPE OVER CONVEX CO-COMPACT HYPERBOLIC MANIFOLDS
- Relative z-Determinant and Adiabatic Decomposition of the z-Determinant of the Dirac Laplacian
- No. 5] Proc. Japan Acad., 84, Ser. A (2008) 1 Analytic torsions for hyperbolic manifolds with cusps