# Accession Number:

## ADA031933

# Title:

## Some Matrix Occupancy Problems with Dichotomous Entries.

# Descriptive Note:

## Technical summary rept.,

# Corporate Author:

## WISCONSIN UNIV MADISON MATHEMATICS RESEARCH CENTER

# Personal Author(s):

# Report Date:

## 1976-08-01

# Pagination or Media Count:

## 18.0

# Abstract:

An R X N matrix is generated in the following way. In each row a predetermined number of positions are randomly assigned the value 1 the remaining positions are assigned the value 0. For each column a real valued function of the elements is given. In this paper the sum of the values of these functions is studied when N approaches the limit of infinity. The results can be applied to e.g. committee problems and contingency tables of 0-1-variables. Author

# Descriptors:

# Subject Categories:

- Statistics and Probability