Analysis of the Jante's Law Process and Proof of Conjecture: Proof of Theorem 1 | HackerNoon
Briefly

from Hackernoon5 months ago
In this paper, we examine the behavior of a deterministic initial state Z(0) and show that under certain conditions, the limiting distribution z∞ remains absolutely continuous even when the initial state is random.
Hackernoonhttps://hackernoon.com/analysis-of-the-jantes-law-process-and-proof-of-conjecture-proof-of-theorem-1
The main result states that if the limit z∞ exists a.s. for every deterministic Z(0), this property persists for a random initial state due to the mixture of distributions.
Hackernoonhttps://hackernoon.com/analysis-of-the-jantes-law-process-and-proof-of-conjecture-proof-of-theorem-1
Read at Hackernoon
#mathematics #probability #deterministic-systems #random-processes #distribution-theory
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