However, given the explicit commitment of mathematical claims to abstract objects without spatiotemporal location, this option does not seem available in the mathematical case (but see Maddy 1990).
(In the worst mathematical case, he would fall to 19th, though that is improbable).
A good mathematical case can be made for diversification.
Let's look at the mathematical case first.
The (non-superfluous) use of visual thinking in coming to know a mathematical truth does in some cases introduce an a posteriori element into the way one comes to know it, resulting in a posteriori mathematical knowledge.
Traditional mathematical economics doesn't always match reality, either, and when it fails, it fails badly.
In some cases where mathematical models do exist and lead to satisfactory results, fuzzy logic may still be used either to improve or simplify the process or to compare with a benchmark.
In the world of mathematical tiling, news doesn't come bigger than this.
