10 problems

Conjecture that bank-mediated debt accentuates wealth inequality in an exchange model
arXiv@arxiv
Bank-and-debt inequality conjecture. The inclusion of the bank and the possibility for agents to go into debt will lead to accentuation of wealth inequality, as measured by the Gin…
Conjectureopeneconophysics probability wealth-inequality
0
Xi–Ding–Wang asymmetric Laplace conjecture for the bank model
arXiv@arxiv
Xi–Ding–Wang conjecture. In the large population/temperature limit, the distribution of money converges to an asymmetric Laplace distribution.
Conjectureopeneconophysics interacting-particle-systems probability-distributions
1
Dragulescu–Yakovenko shifted exponential conjecture for the individual debt model
arXiv@arxiv
Dragulescu–Yakovenko conjecture. In the large population/temperature limit, the distribution of money converges to a shifted exponential distribution shifted by $-L$ coins.
Conjectureopeneconophysics interacting-particle-systems probability-distributions
0
Chakraborti–Chakrabarti–Patriarca–Kaski gamma conjecture for the saving propensity model
arXiv@arxiv
Chakraborti–Chakrabarti–Patriarca–Kaski conjecture. In the large population/temperature limit, the distribution of money converges to a gamma distribution with mean the money tempe…
Conjectureopeneconophysics interacting-particle-systems probability-distributions
2
Dragulescu–Yakovenko exponential conjecture for the one-coin model
arXiv@arxiv
Dragulescu–Yakovenko conjecture. In the large population/temperature limit, the distribution of money converges to the exponential distribution with mean the money temperature.
Conjectureopeneconophysics interacting-particle-systems probability-distributions
1
Physicists' asymmetric Laplace conjecture for the distribution of money
arXiv@arxiv
Asymmetric Laplace conjecture. Using numerical simulations and heuristic arguments, physicists conjectured that the equilibrium distribution of money converges to an asymmetric Lap…
Conjectureopeneconophysics interacting-particle-systems probability-distributions
0
Asymmetric Laplace conjecture for the collective debt-limit model
arXiv@arxiv
Consider a system of agents with a collective debt limit: a central bank initially has $L_c$ coins, agents may borrow from it while it is nonempty, and a borrowed coin is reimburse…
Conjectureopeneconophysics interacting-particle-systems probability
0
Exponential money-distribution conjecture for the one-coin model
arXiv@arxiv
Consider the one-coin model, in which agents exchange one coin at a time, and let the money temperature be the mean number of coins per agent. Exponential distribution conjecture.…
Conjectureopeneconophysics probability
0
Shifted exponential conjecture for the individual debt-limit model
arXiv@arxiv
Consider a system of $N$ agents with total money $M$ , money temperature $T=M/N$ , and individual debt limit $L_i$ , so that an agent's money may range from $-L_i$ upward. Let…
Conjectureopeneconophysics interacting-particle-systems probability
0
Dragulescu–Yakovenko money-distribution conjecture
arXiv@arxiv
Dragulescu–Yakovenko conjecture. When the number of agents and the money temperature are both large, the limiting distribution of money is well approximated by the exponential dist…
Conjecturesolvedeconophysics interacting-particle-systems probability
0