Research by subject - Mathematics: Analysis

Conservation laws and exact solutions for nonlinear diffusion in anisotropic mediaIbragimov, Nail H.; Avdonina, Elena D.
Conservation laws for a coupled variable-coefficient modified Korteweg–de Vries system in a two-layer fluid modelBozhkov, Y.; Dimas, S.; Ibragimov, Nail H.
Conservation laws for symmetrised electromagnetic equations with a dual Ohm's lawIbragimov, Nail H.; Khamitova, Raisa; Thidé, Bo
Conservation Laws in Thomas’s Model of Ion Exchange in a Heterogeneous SolutionIbragimov, Nail H.; Khamitova, Raisa
Construction of Conservation Laws Using SymmetriesIbragimov, Nail
Continuity Properties for Modulation Spaces, with Applications to Pseudo-differential Calculus-IToft, Joachim
Design of an Effective Algorithm for Fast Response to the Rescheduling of Railway Traffic During DisturbancesKrasemann, Johanna Törnquist
Differential invariants of nonlinear equations v_{tt} =f(x,v_x) v_{xx} + g(x,v_x)Ibragimov, Nail H.; Torrisi, M.; Valenti, A.
Differential invariants of the one-dimensional quasi-linear second-order evolution equationIbragimov, Nail H.; Sophocleus, C.
Differentialekvationer och matematisk modelleringIbragimov, Nail H.
A discussion of conservation laws for over-determined systems with application to the Maxwell equations in vacuum.Ibragimov, Nail H.
Effects of rotation on self-resonant internal gravity waves in the oceanIbragimov, Ranis; Ibragimov, Nail H.
An Embedding Result for some General Symbol Classes in the Weyl CalculusToft, Joachim
Embeddings for modulation spaces and Besov spacesToft, Joachim
Envariabelanalys, idéer och kalkylerLennerstad, Håkan
The equivalence group and invariant solutions of a tumour growth modelIbragimov, Nail H.; Säfström, Niklas
Equivalence groups and invariants of linear and non-linear equationsIbragimov, Nail H.
Exact solutions of gasdynamic equations obtained by the method of conservation lawsAvdonina, Elena D.; Ibragimov, Nail H.; Khamitova, Raisa
Existence of integrating factors for higher-order ordinary differential equationsIbragimov, Nail H.; Khabirov, S.V.
Extension of Euler's method to parabolic equationsIbragimov, Nail H.
Extension of Laplace´s methodIbragimov, Nail H.
Geometric proof of Lie's linearization theoremIbragimov, Nail H.; Magri, F.
Greedy algorithm for railway traffic re-scheduling during disturbances: a Swedish caseKrasemann, Johanna Törnquist
Group analysis of evolutionary integro-differential equations describing nonlinear waves: General modelIbragimov, Nail H.; Meleshko, Sergey; Rudenko, Oleg
Group analysis of stochastic differential systems: Approximate symmetries and conservation laws.Ibragimov, Nail H.; Ünal, Gazanfer; Jogréus, Claes
Group analysis of the drift–diffusion model for quantum semiconductorsIbragimov, Nail H.; Khamitova, Raisa; Avdonina, E. D.; Galiakberova, L.R.
Group analysis of the Novikov equationBoszhkov, Yuri; Freire, Igor; Ibragimov, Nail H.
Heat conduction in anisotropic media: Nonlinear self-adjointness and conservation lawsAvdonina, Elena D.; Ibragimov, Nail H.
Integrating factors for higher-order equationsIbragimov, Nail H.
Integrating factors, adjoint equations and LagrangiansIbragimov, Nail H.

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