Moritz Gubler
Assistant / PhD candidate
Philosophisch-Naturwissenschaftliche Fakultät
Departement Physik
FG Goedecker

Assistant / PhD candidate

Klingelbergstrasse 82
4056 Basel
Schweiz

Tel. +41 61 207 37 38
moritz.gubler@unibas.ch

2021 - present

PhD in Physics, University of Basel

2019 - 2021

Master in Physics, University of Basel

2016 - 2019

Bachelor in computational physics University of Basel

Publications

  • Accelerating fourth-generation machine learning potentials by quasi-linear scaling particle mesh charge equilibration
    M. Gubler, J. A. Finkler, M. R. Schäfer, J. Behler and S. Goedecker
    J. Chem. Theory Comput. 2024, 20, 16, 7264–7271

  • The ternary phase diagram of nitrogen doped lutetium hydrides can not explain its claimed high Tc superconductivity
    M. Gubler, M Krummenacher, J. A. Finkler, J. A. Flores-Livas and S. Goedecker
    New J. Phys. 25 123008

  • Efficient variable cell shape geometry optimization
    M. Gubler, M. Krummenacher, H. Huber and S. Goedecker
    Journal of Computational Physics: X 17 (2023) 100131

  • Missing theoretical evidence for conventional room-temperature superconductivity in low-enthalpy structures of carbonaceous sulfur hydrides
    M. Gubler, J. A. Flores-Livas, A. Kozhevnikov, and S. Goedecker
    Phys. Rev. Materials 6, 014801, arXiv:2109.10019

 

Software

  • ASE compatible python interface to the SIRIUS library
    An easy to use interface to the SIRIUS librarary that creates a powerful ASE calculator capable of leveraging multiple CPUs and GPUs for efficient DFT plane wave calculations on modern HPC architectures.
  • VCSQNM
    An implementation of the variable cell shape geometry optimization method in python, C++ and fortran.
  • Minima Hopping
    An ASE compatible, MPI parallelized implementation of the Minima Hoppig method.
  • PeriodicIO
    A collection of fortran routines that can parse a variety of file formats used in electronic structure codes.
  • MRCHEM
    MRChem is a numerical real-space code for molecular electronic structure calculations within the self-consistent field (SCF) approximations of quantum chemistry (Hartree-Fock and Density Functional Theory).