quantum computation in nLab
Quantum computation is computation in terms of quantum information theory, possibly implemented on quantum computers, hence on physical systems.
topological quantum computation in nLab
In topological quantum computation one aims to make use of quantum systems described by topological quantum field theory for quantum computation.
Quantum information refers to data that can be physically stored in a quantum system. Quantum information theory is the study of how such information can be ...
adiabatic quantum computation in nLab
In topological quantum computation ... [p. 50]: “topological quantum computation resembles an adiabatic quantum computation with constant energy ...
quantum programming language in nLab
1. Idea ... A quantum programming language is a programming language for quantum computation. ... Many existing quantum programming languages are in ...
measurement-based quantum computation in nLab
What has come to be known as measurement based quantum computation is a scheme for quantum computation in which quantum gates are implemented by ...
topological quantum computation with anyons -- references in nLab
The idea of topological quantum computation via a Chern-Simons theory with anyon braiding defects is due to: Michael Freedman, Michael Larsen, Zhenghan Wang.
One is to understand quantization, in all cases – of particles, fields, strings and so on. The second and possibly more central to nLab is a ...
Quantum Computation - BernienLab @ Uchicago
In the Bernien Lab, we develop the technology to assemble and control large quantum processors consisting of arrays of atomic qubits.
A conceptualization of computation as something at least close to path-lifting and/or as functors between path groupoids of topological spaces.
Mathematically challenging areas in quantum information theory ...
Coherent states which are widely used in quantum cryptography, have a geometric origin (Bargmann space). Please see for example Ma's thesis: web ...
We point out that — at least for the finite dimensional Hilbert spaces relevant in quantum information theory — BvN quantum logic is just the ...
The last twenty years have seen substantial theoretical exploration of a deep connection between quantum gravity in asymptotically anti-de.
What is the relationship between algebraic geometry and quantum ...
Arguably a similarly basic relationship in quantum mechanics is between a state space and its algebra of observables. In what sense is algebraic ...
Is nLab a good source? : r/math - Reddit
I am learning category theory from Tom Leinster's "Basic Category Theory" (Cambridge University Press, 2014) and have stumbled across nLab while supplementing ...
arXiv:1806.02840v1 [math.OA] 7 Jun 2018
Robert Raussendorf, Contextuality in measurement-based quantum computation, Physical Review A 88 (2013), no. 2, 022322. 81. Michael Redhead ...
type theory quantum computing in nLab
Idea. Apply type theory to quantum computing to obtain interesting results/algorithms/lower bounds/etc. Todo. What do we mean ...
(How) is category theory actually useful in actual physics?
... nLab page (though it is possible that I missed something). Note ... @Peter: Zhenghan Wang's CBMS monograph "Topological Quantum Computation ...
Bell's Theorem Explained in nLab: Probability Density
... quantum entanglement and the development of new technologies such as quantum computing. Similar threads. A Hidden Assumptions in Bell's ...
nLab Digest | The n-Category Café - Welcome
... quantum mechanics. Most of the activity related to mathematical physics in nlab is about the best kind of QFTs matehmatically - topological ...