Poincaré–Miranda theorem

? TBD

Generalisation of the intermediate value theorem

Ratings
0

Nobody has rated this yet. Be the first!

Subject of
1

Cube-like complexes, Steinhaus’ chains and the Poincaré–Miranda theorem

paper discussing combinatorial results allowing to prove a new and more general version of the Poincaré–Miranda fixed point theorem, using, as main tool, the Steinhaus’ chain property

Lists
0

Join to rate

Wikipedia

In mathematics, the Poincaré–Miranda theorem is a generalization of intermediate value theorem, from a single function in a single dimension, to n functions in n dimensions. It says as follows:

Instance of

Theorem

Wikidata

Ratings 0

Subject of 1

Lists 0

Instance of

Ratings
0

Subject of
1

Lists
0