quantum system in nLab
Quantum information meets quantum matter – from quantum entanglement to topological phases of many-body systems.
Quantum mechanics may be formulated for a wide range of physical systems, interpreted as particles, extended particles and fields.
In principle, any quantum mechanical system can be treated using Hilbert spaces, by imposing superselection rules that identify only some self- ...
In this proposal, given a quantum mechanical system with a Hilbert space of states, the logical propositions about the system are taken to ...
Irrespective of the actual quantum code chosen to protect a quantum computer, it is well known that operating such as system requires ...
Quantum information theory is the study of how such information can be encoded, measured, and manipulated. A notable sub-field is quantum ...
Now let us suppose that the two systems interact and evolve via some unitary operator on the tensor product Hilbert space of each, 𝒬 ⊗ ℰ \ ...
Is the article on science of logic on nlab the most incomprehensible ...
r/okbuddyphd - Any other quantum chemistry nerds here? 948 upvotes · 38 comments ...
Mathematically challenging areas in quantum information theory ...
Many of the achievements in understanding quantum theory emerged from the geometrical point of view, for example, Wigner's classification of ...
(How) is category theory actually useful in actual physics?
... nLab page (though it is possible that I missed something). ... quantum mechanics, quantum computing, and QFT. See this nice article ...
quantum lattice system in nLab
A quantum lattice system is a quantum mechanical system whose states/observables are arise from basic states/observables assigned to each vertex ...
Bell's Theorem Explained in nLab: Probability Density
Bell's Theorem is a principle in quantum mechanics that states that no physical theory can reproduce all the predictions of quantum mechanics ...
What are Quantum Groups? - hopf algebras - Math Stack Exchange
One of the main sources in the development of quantum groups was the field of exactly solvable models in statistical mechanics. ... One of these ...
Isn't the quantomorphism group really just the "WKB ... - MathOverflow
It is then said that this group "...seamlessly leads to the quantum mechanics of the system". ... nLab page? For the rest of this post, let ...
quantum programming language in nLab
Quantum programming languages · Vaughan Pratt, Linear logic for generalized quantum mechanics, in Proc. · Samson Abramsky, Ross Duncan, A ...
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 ...
parameterized quantum system in nLab
1. Idea. A parameterized quantum system is a quantum system depending on “external” or “classical” parameters. ... of such, from some topological ...
arXiv:1806.02840v1 [math.OA] 7 Jun 2018
In this way, we bridge the foundations of quantum mechanics with the foundations of noncommutative geometry `a la Connes et al. To each unital C ...
Both of these options naturally emerge and are naturally unified in the “Quantum Modal Logic” inherent to dependent linear type theory: This is ...
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 ...