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Fixed Point Theorems

Edited by Ben Pace last updated 17th Jul 2020

Fixed Point Theorems are very general theorems in mathematics that show for a given function f and input x that f(x)=x. We say that the input x is a fixed point for the function f.

These come up most commonly on LessWrong in work around research, as well as in discussion of game theory.

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Posts tagged Fixed Point Theorems
13Fixed Point Discussion
Scott Garrabrant
7y
0
16Fixed Point Exercises
Scott Garrabrant
7y
0
23Topological Fixed Point Exercises
Scott Garrabrant, Sam Eisenstat
7y
40
28FixDT
Abram Demski
2y
12
12Diagonalization Fixed Point Exercises
Scott Garrabrant, Sam Eisenstat
7y
13
10Iteration Fixed Point Exercises
Scott Garrabrant, Sam Eisenstat
7y
7
9Using modal fixed points to formalize logical causality
Vladimir Slepnev
8y
10
16Self-confirming predictions can be arbitrarily bad
Stuart Armstrong
6y
0
12When wishful thinking works
Alex Mennen
7y
1
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