INTEGRABILITY
(Redirected from Integrable)
'Integrability' is a mathematical concept used in different areas. It can refer to:
★ A property of functions or sets depending on a measure. There are p-integrable functions for any positive real number ''p''. See Lp space.
★ A property of modules of differential forms, which relates to foliations and the Frobenius theorem. See integrability conditions for differential systems.
★ The ''integrability'' of an ordinary differential equation may refer to ''integration by quadratures'' (indefinite integrals); or to the existence of enough ''integrals of the system''.
★ In physics, integrable models
'Integrability' is a mathematical concept used in different areas. It can refer to:
★ A property of functions or sets depending on a measure. There are p-integrable functions for any positive real number ''p''. See Lp space.
★ A property of modules of differential forms, which relates to foliations and the Frobenius theorem. See integrability conditions for differential systems.
★ The ''integrability'' of an ordinary differential equation may refer to ''integration by quadratures'' (indefinite integrals); or to the existence of enough ''integrals of the system''.
★ In physics, integrable models
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