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papers

Publications (15)

math.DG2014

Hamiltonian fixed points, symplectic spinors and Frobenius structures

Andreas Klein

math.CO2003

Extended visual cryptography systems

Andreas Klein, Markus Wessler

cond-mat.mtrl-sci2014

Efficacy of the DFT+U formalism for modeling hole polarons in perovskite oxides

Paul Erhart, Andreas Klein, Daniel Ã berg +1

hep-ex2016

Project X: Physics Opportunities

Andreas S. Kronfeld, Robert S. Tschirhart, Usama Al-Binni +133

cs.FL2009

On the Number of Membranes in Unary P Systems

Rudolf Freund, Andreas Klein, Martin Kutrib

nucl-ex2012

Measurement of the generalized form factors near threshold via $Î³^* p \to nÏ^+$ at high $Q^2$

Kijun Park, Ralf Gothe, Krishna Adhikari +144

math.MG2013

Generalised Veroneseans

Andreas Klein, Jeroen Schillewaert, Leo Storme

math.DG2014

Symplectic monodromy, quasi-homogeneous polynomials and spectral flow

Andreas Klein

math.DG2014

Symplectic monodromy, Leray residues and quasi-homogeneous polynomials

Andreas Klein

math.DG2012

The Eta invariant on the Milnor fibration of a quasihomogeneous polynomial

Andreas Klein

math.CO2002

The largest small polytopes

Andreas Klein, Markus Wessler

cond-mat.mtrl-sci2019

Enhancing electrical conductivity of room temperature deposited Sn-doped In$_2$O$_3$ thin films by hematite seed layers

cond-mat.mtrl-sci2019

Defect Modulation Doping

Mirko Weidner, Anne Fuchs, Thorsten J. M. Bayer +3

math.DG2011

Symplectic Spinors, Holonomy and Maslov Index

Andreas Klein

math.DG2016

Hamiltonian spectral invariants, symplectic spinors and Frobenius structures I

Andreas Klein

Publications (15)

Hamiltonian fixed points, symplectic spinors and Frobenius structures

Extended visual cryptography systems

Efficacy of the DFT+U formalism for modeling hole polarons in perovskite oxides

Project X: Physics Opportunities

On the Number of Membranes in Unary P Systems

Measurement of the generalized form factors near threshold via $Î³^* p \to nÏ^+$ at high $Q^2$

Generalised Veroneseans

Symplectic monodromy, quasi-homogeneous polynomials and spectral flow

Symplectic monodromy, Leray residues and quasi-homogeneous polynomials

The Eta invariant on the Milnor fibration of a quasihomogeneous polynomial

The largest small polytopes

Enhancing electrical conductivity of room temperature deposited Sn-doped In$_2$O$_3$ thin films by hematite seed layers

Defect Modulation Doping

Symplectic Spinors, Holonomy and Maslov Index

Hamiltonian spectral invariants, symplectic spinors and Frobenius structures I

Measurement of the generalized form factors near threshold via $Î³^* p \to nÏ^+$ at high $Q^2$