10th Anniversary of Axioms: Mathematical Physics

• Övriga skapare: Haubold, Hans (Utgivare, redaktör, sammanställare)
• Materialtyp: Elektronisk Bokavsnitt
• Språk: engelska
• Publicerad: Basel MDPI - Multidisciplinary Digital Publishing Institute 2023
• Ämnen: Research & information: general; Biology, life sciences; Zoology & animal sciences; weak detonation; high activation regime; nonlinear PDEs; Fuchsian reduction analysis; Lorentz transformation; blow-up; hot spot; chemically reactive flows; nonlinear equations in partial derivatives; hyperbolic equations; Bäcklund transformations; Clairin's method; differential relationships; the Liouville equation; symbolic calculus; canonical system of q-difference equations; q-Euler integral; multi-term fractional differential equation; quasilinear equation; Riemann-Liouville fractional derivative; defect of Cauchy type problem; fixed point theorem; initial-boundary value problem; deformed numbers; deformed algebras; deformed calculus; nonadditive entropy; vibration control; boundary control; intermediate state control; separation of variables; Riemann-Liouville fractional differential equations; nonlocal boundary conditions; positive parameters; positive solutions; existence; nonexistence; Patlak-Keller-Segel systems; the Cattaneo model of chemosensitive movement; hyperbolic models; shock waves; conservation laws; constrained Hamiltonian system; canonicalization; symplectic method; numerical simulation; extended Chebyshev functional; generalized proportional Hadamard fractional integral operator; manipulation system; geometric approach; noninteraction; two-phase flow; Sobolev spaces; analytic semigroups; fractional interpolation; local and global solutions; seismic tensorial force; far-field seismic waves; near-field seismic waves; seismic mainshock; quasi-static deformations; mathematical physics; Elliott Lieb; the International Association of Mathematical Physics (IAMP, history and development); Letters in Mathematical Physics (LMP); history; God as an (optional) axiom; metamathematics; symmetries; particle physics; n/a
• Länkar: DOAB: download the publication; DOAB: description of the publication