Nonlinear functional analysis: Difference between revisions

Revision as of 15:27, 22 October 2018

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'''Nonlinear functional analysis''' is a branch of [[mathematical analysis]] that deals with [[nonlinear]] [[Map (mathematics)|mapping]]s.

==Topics==

Its subject matter includes:<ref>

{{cite book | last = Schwartz | first = Jacob T. | authorlink = Jack Schwartz | title = Non-Linear Functional Analysis | publisher = Gordon & Breach Science Pub | ___location = New York | year = 1969 | isbn = 978-0-677-01505-7 }}

</ref>{{Rp|1–2}}

* generalizations of [[calculus]] to [[Banach space]]s

its basic just building a system but there is an equation. x=c+b-13=12. It is also the code for a fortnite hack. There is also a hacked code for it called +1-3=15x-16=x.

* [[implicit function theorem]]s

* fixed-point theorems ([[Brouwer fixed point theorem]], [[Fixed point theorems in infinite-dimensional spaces]], [[topological degree theory]], [[Jordan separation theorem]], [[Lefschetz fixed-point theorem]])

* [[Morse theory]] and [[Lusternik–Schnirelmann category]] theory

* methods of [[complex function theory]]

==See also==