quantum system in nLab
higher category theory and physics in nLab
Dynamics in space ... Physics is dynamics in spaces . Higher topos theory provides the formalizations of this most fundamental aspect of physics.
... quantum quantum-field quantum-field-theory quantum-mechanics quantum-physics ... nLab also has material from computer science and linguistics, for example.
Often a quantization of some classical algebra of observables, or of a related algebra of functions in classical mechanics or classical field ...
nLab field theory · field (physics)theory (physics) · classical field theory · prequantum field theory · quantum field theory · algebraic quantum ...
M-Theory and Mathematics in nLab
We extend this approach to the (finite-dimensional) setting of the Batalin-Vilkovisky quantum field theories (quantum L-infinity algebras). We discuss the ...
Handbook of Quantum Logic and Quantum Structures in nLab
on quantum logic (mostly) and quantum systems. Contents: On quantum protocols in quantum information theory (such as quantum teleportation) ...
The physics of solid condensed matter (made of fermions, due to the Pauli exclusion principle), also continuum mechanics.
In quantum mechanics as well as in AQFT the observables of the theory are self-adjoint operators of (a local net of) C-star-algebras, in this ...
In mathematical logic, a theory is a formal language used to precisely axiomatize a certain class of models.
Without further qualification, “quantum simulation” typically refers to the simulation of (complicated) quantum systems appearing in nature, such as (large) ...
Quantum Mechanics · in terms of ∞-compact categories · quantum ... Where mathematics, physics, and philosophy arise in other fields, computer ...
Branislav Jurčo, Hyungrok Kim, Tommaso Macrelli, Christian Saemann, Martin Wolf, Perturbative Quantum Field Theory and Homotopy Algebras, PoS ( ...
In quantum physics and specifically in quantum information theory, by quantum parallelism one means the property — to the extent that it holds, ...
In quantum complexity theory, “BQP” stands for bounded-error quantum polynomial time, denoting a fundamental complexity class of quantum ...
For example, unitary quantum channels turn out to be embodied by monad transformations between such quantum state monads, so that with this ...
3. References. Classical machine learning. Textbook accounts: Sumio Watanabe, Algebraic geometry and statistical learning theory, CRC Press ( ...
A local system – which is short for local system of coefficients for cohomology – is a system of coefficients for twisted cohomology.
The notion of quantum relations of Weaver 2010, Weaver & Kuperberg 2011 is a “quantum” or noncommutative geometry/noncommutative measure theory- ...
For a quantum system, a ground state is a quantum state of minimal energy. 2. Related concept. quantum adiabatic theorem · adiabatic quantum ...
John Preskill: Quantum computing and the entanglement frontier: pp. 63-80 in: The Theory of the Quantum World – Proceedings of the 25th Solvay ...