Journal of Mathematical Physics features content in all areas of mathematical physics. Articles focus on areas of research that illustrate the application of mathematics to problems in physics, the development of mathematical methods suitable for such applications, and the formulation of physical theories.
The study of quantum correlation sets initiated by Tsirelson in the 1980s and originally motivated by questions in the foundations of quantum mechanics has more recently been tied to questions in ...
In this paper, a direct rigorous mathematical proof of the Gregory–Laflamme instability for the five-dimensional Schwarzschild black string is presented. Under a choice of ansatz for the perturbation ...
The term “particle–hole symmetry” is beset with conflicting meanings in contemporary physics. Conceived and written from a condensed-matter standpoint, the present paper aims to clarify and sharpen ...
We construct classes of Z 2 × Z 2 -graded Lie algebras corresponding to the classical Lie algebras in terms of their defining matrices. For the Z 2 × Z 2 ...
The relationship between symmetry fields and first integrals of divergence-free vector fields is explored in three dimensions in light of its relevance to plasma physics and magnetic confinement ...
We solve for quantum Riemannian geometries on the finite lattice interval • – • –⋯– • with n nodes (the Dynkin graph of type An) and find that they are necessarily q-deformed with q = e ı ...
We prove an upper bound on the sum of distances between eigenvalues of a perturbed Schrödinger operator H0 − V and the lowest eigenvalue of H0. Our results hold for operators H0 = −Δ − V0 in one ...
We construct classes of Z 2 × Z 2 -graded Lie algebras corresponding to the classical Lie algebras in terms of their defining matrices. For the Z 2 × Z 2 ...
We present decomposable (5, 6)-solutions M ̃ 1 , 4 × M 6 in eleven-dimensional supergravity by solving the bosonic supergravity equations for a variety of non-trivial ...
