Fwd: Bi-matrix Decision Making

[somdeb...@gmail.com]

Dear All:

The two new papers at the link below contribute to "Bi-matrix Decision Making" and what I had earlier referred to as "Ellsberg solution".

1) The first paper is available the following link:

https://doi.org/10.31224/4741

Theorem 2 in conjunction with proposition 1 in the "Primer" (available at: https://doi.org/10.6084/m9.figshare.29375843.v2) may imply that all bi-matrix games- and not just matrix games- are within the scope of "optimization theory", and more generally "operations research".

2)The second paper available at the link below, shows that all bi-matrix games that are Two-Person Additively Separable Sum (TPASS) games (Time-PASS games 😊) are "equivalent" to a linear programming problem.

https://doi.org/10.31224/4775

Thank you in anticipation of your time and consideration.

Regards.

Somdeb.

---------- Forwarded message ---------
From: somdeb...@gmail.com <Unknown>
Date: Monday, March 7, 2022 at 3:51:58 PM UTC+5:30
Subject: Bi-matrix Decision Making
To: decision_t...@googlegroups.com <Unknown>

Dear Colleagues:

https://drive.google.com/file/d/17yytGFDrUD3fwUVArDdRZrdtFX-CPEZa/view

I am not sure if any of the several solutions discussed here could help in the resolution of "ambiguity" but any other interpretation of non-cooperative game theory except and beyond the framework presented here, appears to face serious "informational challenges" to me. There is a limit to the extent that "as if theories" of human interactions could be useful or worth pursuing even for the sake of entertainment.

Thanks and regards.

Somdeb.

[somdeb...@gmail.com]

Dear All:

An update on TPSERS games.

https://doi.org/10.31224/4834

Thanks and regards.

Somdeb.