Topkis’ Theorem is one of the most useful tools to study complementarity with non-differentiable functions. Milgrom and Shannon found the minimal condition for such analysis.
If I'm not mistaken, the image titled "Strong Set Order" has some confusing mistakes: 1. In the example, a is not an element of A 2. A is not greater than B, neither in the example nor in the visualization.
I’m sorry, the images are AI generated and even though I tried to fix all mistakes, I may have not done it perfectly. I’ll check it and fix it. Thank you very much for telling me!
If I'm not mistaken, the image titled "Strong Set Order" has some confusing mistakes: 1. In the example, a is not an element of A 2. A is not greater than B, neither in the example nor in the visualization.
I’m sorry, the images are AI generated and even though I tried to fix all mistakes, I may have not done it perfectly. I’ll check it and fix it. Thank you very much for telling me!