### Some articles on *integrable*:

Locally

... all compact subsets K of Ω, then f is called locally p-

**Integrable**Function - Definition - Generalization: Locally*p*-**integrable**Functions... all compact subsets K of Ω, then f is called locally p-

**integrable**or also p-locally**integrable**... definition, completely analogous to the one given for locally**integrable**functions, can also be given for locally p-**integrable**functions it can also be and proven equivalent ... their apparent higher generality, locally p-**integrable**functions form a subset of locally**integrable**functions for every p such that 1 < p ≤ +∞ ...Camassa–Holm Equation - Integrability

... The Camassa–Holm equation is an

... The Camassa–Holm equation is an

**integrable**system ... problem, and is reminiscent of the fact that**integrable**classical Hamiltonian systems are equivalent to linear flows at constant speed on tori ... The Camassa–Holm equation is**integrable**provided that the momentum is positive — see and for a detailed description of the spectrum associated to the isospectral problem, for the inverse spectral ...Degasperis–Procesi Equation

... It was discovered by Degasperis and Procesi in a search for

... It was discovered by Degasperis and Procesi in a search for

**integrable**equations similar in form to the Camassa–Holm equation, which is the other**integrable**equation in this family ...Definition - Tensor Products of Crystal Bases

... Let be an

... Let be an

**integrable**module with crystal base and be an**integrable**module with crystal base ... The**integrable**module has crystal base, where ... The actions of and on are given by The decomposition of the product two**integrable**highest weight modules into irreducible submodules is determined by the decomposition of the graph of the crystal ...Landau–Lifshitz Model -

... But it admits the two

**Integrable**Reductions... But it admits the two

**integrable**reductions a) in the 1+1 dimensions, that is Eq ... (3), it is**integrable**b) when ... Heisenberg model (classical)) which is already**integrable**...Main Site Subjects

Related Subjects

Related Phrases

Related Words