Michael Marthaler

Michael Marthaler

Karlsruher Institut für Technologie

H-index: 33

Europe-Germany

About Michael Marthaler

Michael Marthaler, With an exceptional h-index of 33 and a recent h-index of 23 (since 2020), a distinguished researcher at Karlsruher Institut für Technologie, specializes in the field of Quantum Computing, Spin based memory, Quantum Dots.

His recent articles reflect a diverse array of research interests and contributions to the field:

The impact of noise on the simulation of NMR spectroscopy on NISQ devices

Understanding Radicals via Orbital Parities

What physical model does a Trotterized time evolution on a noisy quantum computer effectively simulate?

Efficient Random Phase Approximation for Diradicals

Demonstration of system-bath physics on gate-based quantum computer

Method for modeling of a system by means of a quantum computer

Post-processing noisy quantum computations utilizing N-representability constraints

Method for error reduction in a quantum computer

Michael Marthaler Information

University

Position

Institut für Theoretische Festkörperphysik Karlsruhe

Citations(all)

3064

Citations(since 2020)

1526

Cited By

2181

hIndex(all)

33

hIndex(since 2020)

23

i10Index(all)

60

i10Index(since 2020)

39

Email

University Profile Page

Karlsruher Institut für Technologie

Google Scholar

View Google Scholar Profile

Michael Marthaler Skills & Research Interests

Quantum Computing

Spin based memory

Quantum Dots

Top articles of Michael Marthaler

Title

Journal

Author(s)

Publication Date

The impact of noise on the simulation of NMR spectroscopy on NISQ devices

arXiv preprint arXiv:2404.18903

Andisheh Khedri

Pascal Stadler

Kirsten Bark

Matteo Lodi

Rolando Reiner

...

2024/4/29

Understanding Radicals via Orbital Parities

arXiv preprint arXiv:2404.18787

Reza G Shirazi

Benedikt M Schoenauer

Peter Schmitteckert

Michael Marthaler

Vladimir Rybkin

2024/4/29

What physical model does a Trotterized time evolution on a noisy quantum computer effectively simulate?

Bulletin of the American Physical Society

Keith Fratus

Kirsten Bark

Nicolas Vogt

Juha Leppäkangas

Sebastian Zanker

...

2024/3/4

Efficient Random Phase Approximation for Diradicals

arXiv preprint arXiv:2404.18691

Reza G Shirazi

Vladimir V Rybkin

Michael Marthaler

Dmitry S Golubev

2024/4/29

Demonstration of system-bath physics on gate-based quantum computer

arXiv preprint arXiv:2404.18828

Pascal Stadler

Matteo Lodi

Andisheh Khedri

Rolando Reiner

Kirsten Bark

...

2024/4/29

Method for modeling of a system by means of a quantum computer

2023/10/3

Post-processing noisy quantum computations utilizing N-representability constraints

arXiv preprint arXiv:2304.13401

Tomislav Piskor

Florian G Eich

Michael Marthaler

Frank K Wilhelm

Jan-Michael Reiner

2023/4/26

Method for error reduction in a quantum computer

2023/2/16

Quantum algorithm for solving open-system dynamics on quantum computers using noise

Physical Review A

Juha Leppäkangas

Nicolas Vogt

Keith R Fratus

Kirsten Bark

Jesse A Vaitkus

...

2023/12/22

The discrete noise approximation in quantum circuits

arXiv preprint arXiv:2311.00135

Keith R Fratus

Juha Leppäkangas

Michael Marthaler

Jan-Michael Reiner

2023/10/31

Using gradient-based algorithms to determine ground-state energies on a quantum computer

Physical Review A

Tomislav Piskor

Jan-Michael Reiner

Sebastian Zanker

Nicolas Vogt

Michael Marthaler

...

2022/6/8

Efficient Classical Simulation of Lindblad Dynamics

APS March Meeting Abstracts

Michael Marthaler

Keith Fratus

Jan-Michael Reiner

2022

Topological-graph dependencies and scaling properties of a heuristic qubit-assignment algorithm

IEEE Transactions on Quantum Engineering

Matthew A Steinberg

Sebastian Feld

Carmen G Almudever

Michael Marthaler

Jan-Michael Reiner

2022/3/16

Quantum Computation for Electrochemical Energy Storage: Atomistic and Continuum Models in Battery Research

Alejandro Somoza

Albert Pool

Konstantin Lamp

Marin Walt

Nicolas Vogt

...

2022

Method for simulating a real spin system, more particularly a noisy spin system, by means of a quantum computer

2022/12/15

Quantum simulation of the spin-boson model with noisy gate-based quantum computer

APS March Meeting Abstracts

Juha Leppäkangas

Kirsten Bark

Michael Marthaler

Jan-Michael Reiner

2022

Describing trotterized time evolutions on noisy quantum computers via static effective lindbladians

arXiv preprint arXiv:2210.11371

Keith R Fratus

Kirsten Bark

Nicolas Vogt

Juha Leppäkangas

Sebastian Zanker

...

2022/10/20

Obtaining effective noisy systems by simulating noiseless systems on NISQ hardware

APS March Meeting Abstracts

Nicolas Vogt

Keith Fratus

Juha Leppäkangas

Jan-Michael Reiner

Sebastian Zanker

...

2022

Preparing ground states with a broken symmetry with variational quantum algorithms

Quantum Science and Technology

Nicolas Vogt

Sebastian Zanker

Jan-Michael Reiner

Michael Marthaler

Thomas Eckl

...

2021/4/15

Finding symmetry-broken ground states with variational quantum algorithms

Bulletin of the American Physical Society

Nicolas Vogt

Sebastian Zanker

Jan-Michael Reiner

Thomas Eckl

Anika Marusczyk

...

2020/3/2

See List of Professors in Michael Marthaler University(Karlsruher Institut für Technologie)

Co-Authors

H-index: 74
Gerd Schön

Gerd Schön

Karlsruher Institut für Technologie

H-index: 62
A. V. Ustinov

A. V. Ustinov

Karlsruher Institut für Technologie

H-index: 56
Mark Dykman

Mark Dykman

Michigan State University

H-index: 51
Göran Johansson

Göran Johansson

Chalmers tekniska högskola

H-index: 42
Martin Weides

Martin Weides

University of Glasgow

H-index: 28
Mikael Fogelström

Mikael Fogelström

Chalmers tekniska högskola

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