- Digital Object Identifier (DOI) 10.1007/s10231-004-0105-9 Annali di Matematica (2004)
- On the Multiplication and Convolution of Homogeneous Distributions Peter Wagner
- A Volume Formula for Asymptotic Hyperbolic Tetrahedra with an Application to Quantum Field Theory
- Some New Fundamental Solutions Norbert Ortner and Peter Wagner
- A New Constructive Proof of the Malgrange--Ehrenpreis Theorem Peter Wagner
- Solution to a Problem Posed by H. S. M. Coxeter Peter WAGNER
- Acta Applicandae Mathematicae 47: 101124, 1997. 101 c 1997 Kluwer Academic Publishers. Printed in the Netherlands.
- Fundamental solutions of real homogeneous cubic operators of principal type in three dimensions
- Aus Fchern und Fachbereichen 68 Unijournal 2/2009
- The Singular Terms in the Fundamental Matrix of Crystal Optics
- On the evaluation of oneloop Feynman amplitudes in Euclidean quantum field theory
- N. Ortner, P. Wagner1 Feynman integral formulae and fundamental solutions of
- Note di Matematica 00, n. 0, 2006, 1--19. Convolution groups for quasihyperbolic
- ZEILON'S OPERATOR AND LACUNAE PETER WAGNER
- The Herglotz formula and fundamental solutions of hyperbolic cubic operators in R 4
- Aequationes Math. XX (2002) 15 0001-9054/02/010001-5 $ 1.50+0.20/0
- On Conical Refraction in Hexagonal and Cubic Media Norbert ORTNER and Peter WAGNER
- Fundamental Matrices of Homogeneous Hyperbolic Systems. Applications to Crystal Optics, Elastodynamics and Piezoelectromagnetism
- On the Fundamental Matrix of the System of Quasistatic Equations of Thermodi#usion in a Solid Body 1
- Fundamental Solutions of Hyperbolic Di erential Operators and the Poisson Summation Formula
- SERIES THE CONVERGENCE OF WHICH SHOULD BE INTERPRETED IN THE SENSE OF L. SCHWARTZ'S DISTRIBUTIONS
- Corrections to Some Errors in my Papers Peter WAGNER
- ForPeerReview Cavity expansion in cross anisotropic rock
- The Fundamental Matrix of the System of Linear Elastodynamics in Hexagonal Media.
- A FUNDAMENTAL SOLUTION OF N. ZEILON'S OPERATOR Peter WAGNER
- On the Quasi-asymptotic Expansion of the Causal Fundamental Solution of Hyperbolic Operators and Systems
- On the Fundamental Solution of the Operator of Dynamic Linear Thermodi usion
- Evaluation of non-relativistic one-loop Feynman integrals by distributional methods
- Journal of Applied Mathematics and Physics (ZAMP) 0044-2275/84/005723-05$ 2.50/0 Vot.35,September 1984 9 Birkh~iuserVerlagBasel, 1984
- Zur Faltung von Distributionen. Wagner, Peter
- On the multiplication and convolution of homogeneous distributions
- A FUNDAMENTAL SOLUTION OF N. ZEILON'S PETER WAGNER
- J. Math. Pures Appl. 81 (2002) 11911206 On the fundamental solutions of a class
- ARTICLE IN PRESS UNCORRECTEDPROOF
- ZAMM Z. Angew. Math. Mech. 84, No. 3, 1 33 (2004) / DOI 10.1002/zamm.200410102 Fundamental matrices of homogeneous hyperbolic systems.1
- Note di Matematica 25, n. 2, 2005/2006, 139157. Convolution groups for quasihyperbolic
- Groundwater ingress to tunnels Dimitrios Kolymbas
- A Mathematically Rigorous Formulation of the Fermi Pseudopotential for Higher Partial Wave Scattering in Arbitrary Dimension
- Distributions Supported by Hypersurfaces Peter Wagner
- M. Riesz' Kernels as Boundary Values of Conjugate Poisson Kernels
- journal of approximation theory 89, 308 320 (1997) Manipulating Gibbs' Phenomenon for
- ARTICLE IN PRESS UNCORRECTEDPROOF
- On the Static Term for the Electric Field in Crystal Optics Norbert ORTNER and Peter WAGNER
- Record of Publications Peter Wagner, University of Innsbruck
- On FaddeevLeverrier's Method for the Computation of the Characteristic Polynomial of a Matrix and of Eigenvectors
- Feynman Integral Formulae and Fundamental Solutions of Decomposable Evolution Operators
- A Mathematically Rigorous Formulation of the Pseudopotential
- On the Fundamental Matrix of the System Describing Linear Thermodi#usion in the Theory of Thermal Stresses
- Fundamental Solutions in Classical Thermoelasticity Norbert Ortner, Peter Wagner
