| Article |
|---|
| Article name |
On a Mutual Choice Problem |
| Authors |
Zabelin A.A.Candidate of Physics and Mathematics anatanza@mail.ruKonovalchikova Y.N. kirzhachka@mail.ru |
| Bibliographic description |
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| Section |
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| DOI |
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| UDK |
УДК 519.213 |
| Article type |
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| Annotation |
In this article a non-strategic variant of a mutual choice problem is considered.
The model is multistage. At each stage every individual of one population gets a partner
from other population in a random way. The quality of individuals of both populations is
primary distributed in the [0; 1] segment. Individuals form a pair and leave populations, if
their qualities x and y satisfy to an inequality x + y > z (z ∈ [0; 2]). For each period cardinal
numbers of sets of the individuals who have remained in populations and their distributions
of quality are found.
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| Key words |
mutual choice problem, multistage model |
| Article information |
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| References |
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| Full article | On a Mutual Choice Problem |
