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- Kimmo Eriksson, Johan Karlander
- Discrete Mathematics
- 1998

In the theory of two-sided matching markets there are two well-known models: the marriage model (where no money is involved) and the assignment model (where payments are involved). Roth and Sotomayor… (More)

Alan Rogers (1988) presented a game theory model of the evolution of social learning, yielding the paradoxical conclusion that social learning does not increase the fitness of a population. We expand… (More)

- Henrik Eriksson, Kimmo Eriksson, Johan Karlander, Lars J. Svensson, Johan Wästlund
- Discrete Mathematics
- 2001

Sorting a permutation by block moves is a task that every bridge player has to solve every time she picks up a new hand of cards. It is also a problem for the computational biologist, for block moves… (More)

AbstractWe prove a finite version of the well-known theorem that says that the number of partitions of an integer N into distinct parts is equal to the number of partitions of N into odd parts. Our… (More)

A gender difference in risk preferences, with women being more averse to risky choices, is a robust experimental finding. Speculating on the sources of this difference, Croson and Gneezy recently… (More)

In one conception of cultural evolution, the evolutionary success of cultural units that are transmitted from individual to individual is determined by forces of cultural selection. Here we argue… (More)

- Kimmo Eriksson, Olle Häggström
- Int. J. Game Theory
- 2008

In any two-sided matching market, a stable matching can be found by a central agency using the deferred acceptance procedure of Gale and Shapley. But if the market is decentralized and information is… (More)

- Lennart Hovelius, Kimmo Eriksson, +5 authors J Weckström
- The Journal of bone and joint surgery. American…
- 1983

During the years 1978 and 1979, the results in 257 patients with a primary anterior dislocation of the shoulder were prospectively studied. The patients were less than forty years old and had been… (More)

AbstractFor a non-decreasing integer sequence a=(a1,...,an) we define La to be the set of n-tuples of integers λ = (λ1,...,λn) satisfying
$$0 \leqslant \frac{{\lambda _{\text{1}} }}{{a_1 }}… (More)