Comment by jmward01

One thing I have always thought was missing in game theory (and it is probably there but I just haven't looked hard enough) is a mathematical framework for how to build trust to increase the infinite payout for everyone. If in the decision making the idea of an offering is added in then it brings up the possibility of gauging trust and building trust so that future actions can capture more value until an optimal infinite policy is attained. So, for instance, I look at all my possible options and I choose one based on how much I trust the other party AND how much I want to increase that trust in the future. So I give them an offering, select an option that gives them a little more but at a cost to me, to prove that I am willing to increase trust. If they reciprocate then I loose nothing and the next offering can be bigger. If they don't then I gained knowledge and my next offering is smaller. Basically, this is like tit for tat but over time and intended to get to the optimal solution instead of the min max solution. Clearly I'm not a mathematician, but I bet this could be refined to exact equations and formalized so that exact offerings could be calculated.