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On monotonic mappings. II. (English) Zbl 0788.57014

An. Univ. Timișoara, Științe Mat. 29, No. 1, 39-44 (1991).

Summary: We use the techniques and results of the first part [see the review above], to prove two theorems in order to discuss the conditions for a proper mapping in a domain \(D\) to be monotonic by using the notion of local degree of proper mappings of generalized manifolds.

Cited in 1 Review

MSC:

57P99	Generalized manifolds
55M25	Degree, winding number

Keywords:

connected point inverses; proper mapping; monotonic; local degree; generalized manifolds

Citations:

Zbl 0788.57013

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