Geodesic
Corrigenda: Bimatrix games have a quasi-strict equilibrium: an alternative proof through a heuristic approach
The Teaching of Mathematics, XXII (2019) no. 2, p. 86 Cet article a éte moissonné depuis la source eLibrary of Mathematical Institute of the Serbian Academy of Sciences and Arts

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Our paper published in this journal [Bimatrix games have a quasi-strict equilibrium: an alternative proof through a heuristic approach, The Teaching of Mathematics, 21, 2 (2018), 97--108] contains at least two errors, and the proof is too sloppy in dealing with a really subtle problem. The purpose of this note is to correct those errors and to give more explanation, and accordingly to present slightly different economic interpretations of our method as well as to show calculated results, suitable to our corrected proof, in the numerical example.
Classification : 97M40, 91A05, 91B62 : M45
Keywords: Bimatrix game, Kakutani fixed point theorem, multivalued map, quasi-strict equilibrium. 
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     author = {Takao Fujimoto and N. G. A. Karunathilake and Ravindra R. Ranade},
     title = {Corrigenda: {Bimatrix} games have a quasi-strict equilibrium: an alternative proof through a heuristic approach},
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Takao Fujimoto; N. G. A. Karunathilake; Ravindra R. Ranade. Corrigenda: Bimatrix games have a quasi-strict equilibrium: an alternative proof through a heuristic approach. The Teaching of Mathematics, XXII (2019) no. 2, p. 86 . http://geodesic.mathdoc.fr/item/TM2_2019_XXII_2_a6/