TY  - JOUR
AU  - Mišić, Vesna
AU  - Aranđelović, Ivan D.
PY  - 2021
UR  - https://machinery.mas.bg.ac.rs/handle/123456789/7722
AB  - In this paper we prove two general minimax theorems which gen-
eralize famous classical saddle point theorems of M. Sion [6] and J. von Neu-
mann. Our theorems also include some results of S. Park [3]-[5]. Results
of this type have many applications in the Game theory, because they gives
existence of solution of zero sums games.
PB  - International Mathematical Virtual Institute, Banja Luka
T2  - Bulletin of the International Mathematical Virtual Institute
T1  - Extension of two minimax theorems of S. Park
EP  - 418
IS  - 3
SP  - 413
VL  - 11
DO  - DOI: 10.7251/BIMVI2103413M
ER  - 

@article{
author = "Mišić, Vesna and Aranđelović, Ivan D.",
year = "2021",
abstract = "In this paper we prove two general minimax theorems which gen-
eralize famous classical saddle point theorems of M. Sion [6] and J. von Neu-
mann. Our theorems also include some results of S. Park [3]-[5]. Results
of this type have many applications in the Game theory, because they gives
existence of solution of zero sums games.",
publisher = "International Mathematical Virtual Institute, Banja Luka",
journal = "Bulletin of the International Mathematical Virtual Institute",
title = "Extension of two minimax theorems of S. Park",
pages = "418-413",
number = "3",
volume = "11",
doi = "DOI: 10.7251/BIMVI2103413M"
}

Mišić, V.,& Aranđelović, I. D.. (2021). Extension of two minimax theorems of S. Park. in Bulletin of the International Mathematical Virtual Institute
International Mathematical Virtual Institute, Banja Luka., 11(3), 413-418.
https://doi.org/DOI: 10.7251/BIMVI2103413M

Mišić V, Aranđelović ID. Extension of two minimax theorems of S. Park. in Bulletin of the International Mathematical Virtual Institute. 2021;11(3):413-418.
doi:DOI: 10.7251/BIMVI2103413M .

Mišić, Vesna, Aranđelović, Ivan D., "Extension of two minimax theorems of S. Park" in Bulletin of the International Mathematical Virtual Institute, 11, no. 3 (2021):413-418,
https://doi.org/DOI: 10.7251/BIMVI2103413M . .

TY  - JOUR
AU  - Shahzad, Naseer
AU  - Alghamdi, Mohammed Ali
AU  - Alshehri, Sarah
AU  - Aranđelović, Ivan D.
PY  - 2016
UR  - https://machinery.mas.bg.ac.rs/handle/123456789/7743
AB  - A negative answer to an open problem is provided. Fixed point results for α -φ
-contractive mappings in semi-metric spaces are proved. To show the generality of this results, examples are given. Finally, an application of this result to probabilistic spaces is derived.
PB  - International Scientific Research Publications
T2  - Journal of nonlinear science and applications
T1  - Semi-metric spaces and fixed points of  α - φ -contractive maps
EP  - 3156
IS  - 9
SP  - 3147
DO  - ISSN 2008 - 1898
ER  - 

@article{
author = "Shahzad, Naseer and Alghamdi, Mohammed Ali and Alshehri, Sarah and Aranđelović, Ivan D.",
year = "2016",
abstract = "A negative answer to an open problem is provided. Fixed point results for α -φ
-contractive mappings in semi-metric spaces are proved. To show the generality of this results, examples are given. Finally, an application of this result to probabilistic spaces is derived.",
publisher = "International Scientific Research Publications",
journal = "Journal of nonlinear science and applications",
title = "Semi-metric spaces and fixed points of  α - φ -contractive maps",
pages = "3156-3147",
number = "9",
doi = "ISSN 2008 - 1898"
}

Shahzad, N., Alghamdi, M. A., Alshehri, S.,& Aranđelović, I. D.. (2016). Semi-metric spaces and fixed points of  α - φ -contractive maps. in Journal of nonlinear science and applications
International Scientific Research Publications.(9), 3147-3156.
https://doi.org/ISSN 2008 - 1898

Shahzad N, Alghamdi MA, Alshehri S, Aranđelović ID. Semi-metric spaces and fixed points of  α - φ -contractive maps. in Journal of nonlinear science and applications. 2016;(9):3147-3156.
doi:ISSN 2008 - 1898 .

Shahzad, Naseer, Alghamdi, Mohammed Ali, Alshehri, Sarah, Aranđelović, Ivan D., "Semi-metric spaces and fixed points of  α - φ -contractive maps" in Journal of nonlinear science and applications, no. 9 (2016):3147-3156,
https://doi.org/ISSN 2008 - 1898 . .