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Zanimljivi algebarski zadaci sa brojem 2012

Dušan J. Simjanović; Nenad O. Vesić — 2012

Nastava Matematike

Broj 2013 u algebarskim zadacima

Dušan J. Simjanović; Nenad O. Vesić — 2013

Nastava Matematike

Još jedan pristup rešavanju jednačina u skupu realnih brojeva

Nenad O. Vesić; Dušan J. Simjanović — 2011

Nastava Matematike

Dokaz jedne nejednakosti koričćenjem izvoda

Nenad O. Vesić — 2013

Nastava Matematike

Basic equations of $G$ -almost geodesic mappings of the second type, which have the property of reciprocity

Mića S. Stanković; Milan L. Zlatanović; Nenad O. Vesić — 2015

Czechoslovak Mathematical Journal

We study $G$ -almost geodesic mappings of the second type $\underset{θ}{\to} π_{2} (e)$ , $θ = 1, 2$ between non-symmetric affine connection spaces. These mappings are a generalization of the second type almost geodesic mappings defined by N. S. Sinyukov (1979). We investigate a special type of these mappings in this paper. We also consider $e$ -structures that generate mappings of type $\underset{θ}{\to} π_{2} (e)$ , $θ = 1, 2$ . For a mapping $\underset{θ}{\to} π_{2} (e, F)$ , $θ = 1, 2$ , we determine the basic equations which generate them.

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Currently displaying 1 – 5 of 5

Zanimljivi algebarski zadaci sa brojem 2012

Broj 2013 u algebarskim zadacima

Još jedan pristup rešavanju jednačina u skupu realnih brojeva

Dokaz jedne nejednakosti koričćenjem izvoda

Basic equations of G -almost geodesic mappings of the second type, which have the property of reciprocity

Basic equations of $G$ -almost geodesic mappings of the second type, which have the property of reciprocity