- Convergence results for thick graphs November 14, 2010
- QUANTUM NETWORKS MODELLED BY GRAPHS PAVEL EXNER AND OLAF POST
- SPECTRAL CONVERGENCE OF NONCOMPACT QUASIONEDIMENSIONAL SPACES
- CONVERGENCE OF SPECTRA OF GRAPH-LIKE THIN PAVEL EXNER AND OLAF POST
- CONVERGENCE OF SECTORIAL OPERATORS ON VARYING HILBERT SPACES
- technically Specifically,
- PEYERIMHOFF, discontinuous
- SPECTRAL GAPS FOR PERIODIC ELLIPTIC OPERATORS WITH HIGH CONTRAST: AN OVERVIEW
- FIRST ORDER OPERATORS AND BOUNDARY TRIPLES Abstract. The aim of the present paper is to introduce a first order approach to the abstract
- EQUILATERAL QUANTUM GRAPHS AND BOUNDARY TRIPLES Abstract. The aim of the present paper is to analyse the spectrum of Laplace and Dirac type
- particular, bandstructure
- PEYERIMHOFF, Mathematik,
- ANDERSON LOCALIZATION FOR RADIAL TREELIKE RANDOM QUANTUM GRAPHS
- integration Mathematics,
- CONTINUITY OF THE INTEGRATED DENSITY OF STATES ON RANDOM LENGTH METRIC GRAPHS
- PERIODIC MANIFOLDS, SPECTRAL GAPS, AND EIGENVALUES IN GAPS
- Theoretical University,
- BRANCHED QUANTUM WAVE GUIDES WITH DIRICHLET BOUNDARY CONDITIONS: THE DECOUPLING CASE
- FIRST ORDER OPERATORS AND BOUNDARY TRIPLES Abstract. The aim of the present paper is to introduce a first order approach to the abstract
- Generating spectral gaps by geometry Fernando Lledo and Olaf Post
- ON THE SPECTRA OF CARBON NANOSTRUCTURES PETER KUCHMENT AND OLAF POST
- SPECTRAL ANALYSIS OF METRIC GRAPHS AND RELATED SPACES Abstract. The aim of the present article is to give an overview of spectral theory on metric graphs
- EQUILATERAL QUANTUM GRAPHS AND BOUNDARY TRIPLES Abstract. The aim of the present paper is to analyse the spectrum of Laplace and Dirac type
- CONDITIONS: appropriate
- Eine Anwendung des Fortsetzungssatzes von Whitney bei magnetischen
- EIGENVALUE BRACKETING FOR DISCRETE AND METRIC GRAPHS FERNANDO LLED
- PERIODIC MANIFOLDS WITH SPECTRAL GAPS Abstract. We investigate spectral properties of the Laplace operator on a
- structures, structures,
- EIGENVALUES IN SPECTRAL GAPS OF A PERTURBED PERIODIC MANIFOLD
- ANDERSON LOCALIZATION FOR RADIAL TREE-LIKE RANDOM QUANTUM GRAPHS
- APPROXIMATION approximations
- CONTINUITY OF THE INTEGRATED DENSITY OF STATES ON RANDOM LENGTH METRIC GRAPHS
- Homogenization boundaryvalue
- GENERALISED DISCRETE LAPLACIANS ON GRAPHS AND THEIR RELATION TO QUANTUM GRAPHS
- application DirichlettoNeumann
- FIRST ORDER APPROACH AND INDEX THEOREMS FOR DISCRETE AND METRIC GRAPHS
- CONTINUITY PROPERTIES OF THE INTEGRATED DENSITY OF STATES ON MANIFOLDS
- SPECTRAL CONVERGENCE OF NON-COMPACT QUASI-ONE-DIMENSIONAL SPACES
- BRANCHED QUANTUM WAVE GUIDES WITH DIRICHLET BOUNDARY CONDITIONS: THE DECOUPLING CASE
- GENERALISED DISCRETE LAPLACIANS ON GRAPHS AND THEIR RELATION TO QUANTUM GRAPHS
- QUANTUM NETWORKS MODELLED BY GRAPHS PAVEL EXNER AND OLAF POST
- Generating spectral gaps by geometry Fernando Lledo and Olaf Post
- Periodic Manifolds, Spectral Gaps, and Eigenvalues in Gaps
- NANOSTRUCTURES nanostructures
- APPROXIMATION OF QUANTUM GRAPH VERTEX COUPLINGS BY SCALED SCHRODINGER OPERATORS ON THIN BRANCHED
- ON THE SPECTRA OF CARBON NANO-STRUCTURES PETER KUCHMENT AND OLAF POST
- GAPS IN THE DIFFERENTIAL FORMS SPECTRUM ON CYCLIC COLETTE ANNE, GILLES CARRON, AND OLAF POST
- EIGENVALUE BRACKETING FOR DISCRETE AND METRIC GRAPHS FERNANDO LLEDO AND OLAF POST
- CONVERGENCE OF SECTORIAL OPERATORS ON VARYING HILBERT SPACES
- isoperimetric arXiv:0706.0481
- Pankrashkin, selfadjoint
- DIFFERENTIAL hypersurface
- Periodic Manifolds, Spectral Gaps, and Eigenvalues in Gaps
- GAPS IN THE DIFFERENTIAL FORMS SPECTRUM ON CYCLIC COLETTE ANN
- CONVERGENCE OF RESONANCES ON THIN BRANCHED QUANTUM WAVE GUIDES
- FIRST ORDER APPROACH AND INDEX THEOREMS FOR DISCRETE AND METRIC GRAPHS
- introduction Convergence
- Mathematical Providence,
- APPROXIMATION OF QUANTUM GRAPH VERTEX COUPLINGS BY SCALED SCHR
- Convergence results for thick graphs November 14, 2010
- CONTINUITY PROPERTIES OF THE INTEGRATED DENSITY OF STATES ON MANIFOLDS
- SPECTRAL ANALYSIS OF METRIC GRAPHS AND RELATED SPACES Abstract. The aim of the present article is to give an overview of spectral theory on metric graphs
- EXISTENCE OF SPECTRAL GAPS, COVERING MANIFOLDS AND RESIDUALLY FINITE GROUPS
- EXISTENCE OF SPECTRAL GAPS, COVERING MANIFOLDS AND RESIDUALLY FINITE GROUPS
