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Research Scientist at Berkeley Lab, California.

Applied Mathematics and Computational Research Division - Department of Applied Mathematics - Scalable Solvers Group

Lawrence Berkeley National Laboratory
1 Cyclotron Road, MS 050A-3111
Berkeley, CA 94720, US

 

 

About

I am a Research Scientist in the Computational Research Division at Berkeley Lab and received my PhD in Engineering Science: Computer Science (2015) at KU Leuven from which I also hold Master degrees in Mathematical Engineering (2010) and in Archaeology (2011).

My main research fields are Applied Mathematics and Scientific Computing. My research interests range from numerical linear algebra and numerical software to quantum computing and quantum algorithms.

Research Interests

  • (Nonlinear) Eigenvalue Problems
  • Numerical Linear Algebra
  • Model Order Reduction
  • Numerical Software
  • Quantum Computing

Preprints

  1. D. Camps, R. Van Beeumen
    FABLE: Fast approximate quantum circuits for block-encodings
    arXiv:2205.00081, 2022
     
  2. D. Camps, L. Lin, R. Van Beeumen, C. Yang
    Explicit quantum circuits for block encodings of certain sparse matrices
    arXiv:2203.10236, 2022
     
  3. R. Van Beeumen, L. Periša, D. Kressner, C. Yang
    A flexible power method for solving infinite dimensional tensor eigenvalue problems
    arXiv:2102.00146, 2021

Software

Description

QCLAB

QCLAB is an object-oriented MATLAB toolbox for creating and representing quantum circuits.
https://github.com/QuantumComputingLab/qclab

Description

QCLAB++

QCLAB++ is an object-oriented, fully templated C++ package for creating and representing quantum circuits.
https://github.com/QuantumComputingLab/qclabpp

Description

F3C

Fast Free Fermion Compiler (F3C) is a MATLAB toolbox for compiling time-evolution quantum circuits of spin Hamiltonians that can be mapped to free fermions.
https://github.com/QuantumComputingLab/f3c

Description

F3C++

Fast Free Fermion Compiler (F3C++) is a C++ package for compiling time-evolution quantum circuits of spin Hamiltonians that can be mapped to free fermions.
https://github.com/QuantumComputingLab/f3cpp