**Analysis of the Jante’s Law Process and Proof of Conjecture: Abstract and Introduction**

by Keynesian TechnologySeptember 11th, 2024

**Authors:**

(1) Edward Crane, School of Mathematics, University of Bristol, BS8 1TH, UK;

(2) Stanislav Volkov, Centre for Mathematical Sciences, Lund University, Box 118 SE-22100, Lund, Sweden.

Reduction to the case of uniform geometry

All original points are eventually removed, a. s.

Acknowledgements and References

Without loss of generality, we assume that the initial state Z(0) is deterministic. This is harmless since if for each deterministic choice of Z(0) the limit z∞ exists a.s. and has an absolutely continuous distribution, then if instead Z(0) is random, z∞ still exists a.s. and its distribution is a mixture of absolutely continuous distributions, which is necessarily absolutely continuous.

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7 i.e., a set defined by a number of polynomial inequalities and equalities; in our case, a.s. these will be just inequalities.

L O A D I N G

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