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A game-theoretic model of social adaptation in an infinite population

100%

Wieczorek A., Wiszniewska A.

Applicationes Mathematicae

1998-1999

tom 25

nr 4

417-430

The paper deals with the question of existence and properties of equilibrated distributions of individual characteristics in an infinite population. General game-theoretic methods are applied and special attention is focused on the case of fitness functions depending only on the distance of an individual characteristic from a reference point and from the mean characteristics. Iterative procedures leading to equilibrated distributions are also considered.

Existence and approximation results for SKC mappings in Busemann spaces

100%

Khan S. H., Abbas M., Nazir T.

Waves, Wavelets and Fractals

2017

tom 3

nr 1

48-60

In this paper, we first discuss some properties of SKC mappings in the context of Busemann spaces and obtain a demiclosedness principle.We then prove the existence and approximation results for SKC mappings in a uniformly convex Busemann space. At the end, we give a numerical example in support of our main result. This example also shows that our iterative process is faster than some well-known iterative processes even for SKC mappings. Our results are certainly more general than many results in the contemporary literature.

Ograniczanie wyników

1 Applicationes Mathematicae

1 Waves, Wavelets and Fractals

1 Abbas M.

1 Khan S. H.

1 Nazir T.

1 Wieczorek A.

1 Wiszniewska A.

1 2017

1 1999

Wyniki wyszukiwania

A game-theoretic model of social adaptation in an infinite population

Existence and approximation results for SKC mappings in Busemann spaces