Leonard Mlodinow

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All published works

Action	Title	Year	Authors
+ PDF Chat	Fermionic and bosonic quantum field theories from quantum cellular automata in three spatial dimensions	2021	Leonard Mlodinow Todd A. Brun
+ PDF Chat	Quantum cellular automata and quantum field theory in two spatial dimensions	2020	Todd A. Brun Leonard Mlodinow
+ PDF Chat	Quantum field theory from a quantum cellular automaton in one spatial dimension and a no-go theorem in higher dimensions	2020	Leonard Mlodinow Todd A. Brun
+ PDF Chat	Detecting discrete spacetime via matter interferometry	2019	Todd A. Brun Leonard Mlodinow
+ PDF Chat	Discrete spacetime, quantum walks, and relativistic wave equations	2018	Leonard Mlodinow Todd A. Brun
+ PDF Chat	Decoherence by coupling to internal vibrational modes	2016	Todd A. Brun Leonard Mlodinow
+ PDF Chat	Relation between the psychological and thermodynamic arrows of time	2014	Leonard Mlodinow Todd A. Brun
+	Wenn Gott würfelt by Leonard Mlodinow Mathematics	2011	Leonard Mlodinow
+ PDF Chat	The drunkard's walk: how randomness rules our lives	2008	Leonard Mlodinow
+ PDF Chat	Quantum interference with molecules: The role of internal states	2005	Mark Hillery Leonard Mlodinow Vladimír Bužek
+ PDF Chat	Quantized fields in a nonlinear dielectric medium: A microscopic approach	1997	Mark Hillery Leonard Mlodinow

Common Coauthors

Coauthor	Papers Together
Todd A. Brun	7
Mark Hillery	2
Vladimír Bužek	1

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+ PDF Chat	Weyl, Dirac, and Maxwell equations on a lattice as unitary cellular automata	1994	Iwo Białynicki‐Birula	5
+ PDF Chat	Derivation of the Dirac equation from principles of information processing	2014	Giacomo Mauro D’Ariano Paolo Perinotti	5
+ PDF Chat	Free-Dirac-particle evolution as a quantum random walk	2007	A. J. Bracken Demosthenes Ellinas Ioannis Smyrnakis	5
+ PDF Chat	The Dirac equation as a quantum walk: higher dimensions, observational convergence	2014	Pablo Arrighi Vincent Nesme Marcelo Forets	5
+ PDF Chat	Relationship between quantum walks and relativistic quantum mechanics	2010	C. M. Chandrashekar Subhashish Banerjee R. Srikanth	5
+ PDF Chat	Two-component Dirac-like Hamiltonian for generating quantum walk on one-, two- and three-dimensional lattices	2013	C. M. Chandrashekar	5
+ PDF Chat	From quantum cellular automata to quantum lattice gases	1996	David Meyer	5
+ PDF Chat	Discrete spacetime and relativistic quantum particles	2014	Terry Farrelly Anthony Short	5
+ PDF Chat	Physics Without Physics: The Power of Information-theoretical Principles	2017	Giacomo Mauro D’Ariano	4
+ PDF Chat	Quantum field as a quantum cellular automaton: The Dirac free evolution in one dimension	2014	Alessandro Bisio Giacomo Mauro D’Ariano Alessandro Tosini	4
+ PDF Chat	Discrete spacetime, quantum walks, and relativistic wave equations	2018	Leonard Mlodinow Todd A. Brun	4
+ PDF Chat	Physics Without Physics	2016	Giacomo Mauro D’Ariano	4
+ PDF Chat	Simple derivation of the Weyl and Dirac quantum cellular automata	2017	Philippe Raynal	4
+ PDF Chat	Discrete Feynman propagator for the Weyl quantum walk in 2 + 1 dimensions	2015	Giacomo Mauro D’Ariano Nicola Mosco Paolo Perinotti Alessandro Tosini	4
+ PDF Chat	Isotropic quantum walks on lattices and the Weyl equation	2017	Giacomo Mauro D’Ariano Marco Erba Paolo Perinotti	4
+ PDF Chat	Connecting the discrete- and continuous-time quantum walks	2006	Frederick W. Strauch	4
+ PDF Chat	Quantum lattice Boltzmann is a quantum walk	2015	Sauro Succi François Fillion‐Gourdeau Silvia Palpacelli	3
+ PDF Chat	Detecting discrete spacetime via matter interferometry	2019	Todd A. Brun Leonard Mlodinow	3
+ PDF Chat	A quantum cellular automaton for one-dimensional QED	2020	Pablo Arrighi Cédric Bény Terry Farrelly	3
+ PDF Chat	Quantum random walks: An introductory overview	2003	Julia Kempe	3
+ PDF Chat	Discrete Lorentz covariance for quantum walks and quantum cellular automata	2014	Pablo Arrighi Stefano Facchini Marcelo Forets	3
+ PDF Chat	Quantum Walks, Weyl Equation and the Lorentz Group	2017	Alessandro Bisio Giacomo Mauro D’Ariano Paolo Perinotti	3
+ PDF Chat	Quantum lattice gas algorithmic representation of gauge field theory	2016	Jeffrey Yepez	3
+ PDF Chat	Weyl, Dirac and Maxwell Quantum Cellular Automata	2015	Alessandro Bisio Giacomo Mauro D’Ariano Paolo Perinotti Alessandro Tosini	3
+ PDF Chat	Quantum to Classical Transition for Random Walks	2003	Todd A. Brun Hilary A. Carteret Andris Ambainis	3
+ PDF Chat	On the absence of homogeneous scalar unitary cellular automata	1996	David Meyer	3
+ PDF Chat	A review of Quantum Cellular Automata	2020	Terry Farrelly	3
+ PDF Chat	Quantum walks with a one-dimensional coin	2016	Alessandro Bisio Giacomo Mauro D’Ariano Marco Erba Paolo Perinotti Alessandro Tosini	3
+ PDF Chat	Decoherence in quantum walks – a review	2007	Viv Kendon	3
+ PDF Chat	Lorentz and<i>CPT</i>violation in the neutrino sector	2004	V. Alan Kostelecký Matthew Mewes	2
+ PDF Chat	Cosmic ray and neutrino tests of special relativity	1997	Sidney Coleman Sheldon L. Glashow	2
+ PDF Chat	Quantum cellular automaton theory of light	2016	Alessandro Bisio Giacomo Mauro D’Ariano Paolo Perinotti	2
+ PDF Chat	Decoherence of matter waves by thermal emission of radiation	2004	Lucia Hackermüller Klaus Hornberger Björn Brezger Anton Zeilinger Markus Arndt	2
+ PDF Chat	Collisional decoherence reexamined	2003	Klaus Hornberger J. E. Sipe	2
+ PDF Chat	Continuous limits of linear and nonlinear quantum walks	2019	Masaya Maeda Akito Suzuki	2
+ PDF Chat	Loop-generated bounds on changes to the graviton dispersion relation	2002	C. P. Burgess James M. Cline E. Filotas Joaquim Matias Guy D. Moore	2
+ PDF Chat	Quantum field theory from a quantum cellular automaton in one spatial dimension and a no-go theorem in higher dimensions	2020	Leonard Mlodinow Todd A. Brun	2
+ PDF Chat	Quantum random-walk search algorithm	2003	Neil Shenvi Julia Kempe K. Birgitta Whaley	2
+ PDF Chat	Tests of Lorentz invariance: a 2013 update	2013	Stefano Liberati	2
+ PDF Chat	Modern Tests of Lorentz Invariance	2005	David Mattingly	2
+ PDF Chat	Nonstandard optics from quantum space-time	1999	Rodolfo Gambini Jorge Pullin	2
+ PDF Chat	Decoherence can be useful in quantum walks	2003	Viv Kendon Ben Tregenna	2
+ PDF Chat	Quantum walking in curved spacetime	2016	Pablo Arrighi Stefano Facchini Marcelo Forets	2
+ PDF Chat	QUANTUM WALKS AND THEIR ALGORITHMIC APPLICATIONS	2003	Andris Ambainis	2
+	An example of the difference between quantum and classical random walks	2002	Andrew M. Childs Edward Farhi Sam Gutmann	2
+ PDF Chat	Causal fermions in discrete space-time	2014	Terry Farrelly Anthony Short	2
+ PDF Chat	High-energy tests of Lorentz invariance	1999	Sidney Coleman Sheldon L. Glashow	2
+ PDF Chat	Quantum walks on a random environment	2008	Yue Yin D. E. Katsanos S. N. Evangelou	2
+ PDF Chat	Theory of decoherence in a matter wave Talbot-Lau interferometer	2004	Klaus Hornberger J. E. Sipe Markus Arndt	2
+ PDF Chat	Quantum walks driven by many coins	2003	Todd A. Brun Hilary A. Carteret Andris Ambainis	2