Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Log inSign up
Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Blog
Job Board
Q3AS

© 2026 Aqora Quantum S.A.S.

TermsPrivacyLegal Notice

Advanced texts in physics

Linear Interactions Between Light and Matter

Ralf Menzel

Published Jan 1, 2001• 3 citations
Publisher
DOI
10.1007/978-3-662-04521-3_3

Related papers

Linear Interactions Between Light and Matter

Springer eBooks•Nov 6, 2007•1 citation

Photonics: Linear and Nonlinear Interactions of Laser Light and Matter

E. Garmire

Topics in Photonics.- Properties and Description of Light.- Linear Interactions between Light and Matter.- Nonlinear Interactions of Light and Matter without Absorption.- Nonlinear Interactions of Light and Matter with Absorption.- Lasers.- Nonlinear Optical Spectroscopy.- References.

•Jul 30, 2007•62 citations

Interactions of Light with Matter

SPIE eBooks•Sep 4, 2009•0 citations

Light-Matter Interaction in the ZXW Calculus

Giovanni de Felice, Razin Abdulrauf Shaikh, Boldizsár Poór +3 more

In this paper, we develop a graphical calculus to rewrite photonic circuits involving light-matter interactions and non-linear optical effects. We introduce the infinite ZW calculus, a graphical language for linear operators on the bosonic Fock space which captures both linear and non-linear photonic circuits. This calculus is obtained by combining the QPath calculus, a diagrammatic language for linear optics, and the recently developed qudit ZXW calculus, a complete axiomatisation of linear maps between qudits. It comes with a 'lifting' theorem allowing to prove equalities between infinite operators by rewriting in the ZXW calculus. We give a method for representing bosonic and fermionic Hamiltonians in the infinite ZW calculus. This allows us to derive their exponentials by diagrammatic reasoning. Examples include phase shifts and beam splitters, as well as non-linear Kerr media and Jaynes-Cummings light-matter interaction.

arXiv:2306.02114•Electronic Proceedings in Theoretical Computer Science•Aug 23, 2023•5 citations

Interactions of Light with Matter

David W. Ball

•Jun 22, 2012•1 citation

Phase-resolved nonlinear propagation: Transition between coherent light-matter interaction regimes

Tilman Höner zu Siederdissen, Nils C. Nielsen, Jürgen Kuhl +4 more

We present phase-resolved pulse propagation measurements of the transition between several light-matter interaction regimes ranging from linear to highly nonlinear effects in a multiple-quantum-well Bragg structure.

Nonlinear Guided Waves and Their Applications•Jan 1, 2005•0 citations
In this paper, we develop a graphical calculus to rewrite photonic circuits involving light-matter interactions and non-linear optical effects. We introduce the infinite ZW calculus, a graphical language for linear operators on the bosonic Fock space which captures both linear and non-linear photonic circuits. This calculus is obtained by combining the QPath calculus, a diagrammatic language for linear optics, and the recently developed qudit ZXW calculus, a complete axiomatisation of linear maps between qudits. It comes with a 'lifting' theorem allowing to prove equalities between infinite operators by rewriting in the ZXW calculus. We give a method for representing bosonic and fermionic Hamiltonians in the infinite ZW calculus. This allows us to derive their exponentials by diagrammatic reasoning. Examples include phase shifts and beam splitters, as well as non-linear Kerr media and Jaynes-Cummings light-matter interaction.