2020Mathematical Models and Computer SimulationsRequires access

Development of a Mathematical Model to Calculate Passenger Journeys on a Route According to the Entry and Exit Data

Vladimir Embulaev

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Abstract

Abstract The random variable of passenger journeys between any two stopping points on a route (passenger correspondence) represents a discrete variable. For each value of the discrete random variable, its probability is calculated. As a solution to the problem of determining the number of corresponding passengers between two stopping points on a route, we take the most probable value of the random variable.

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Abstract The random variable of passenger journeys between any two stopping points on a route (passenger correspondence) represents a discrete variable. For each value of the discrete random variable, its probability is calculated. As a solution to the problem of determining the number of corresponding passengers between two stopping points on a route, we take the most probable value of the random variable.

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Available abstract

Abstract The random variable of passenger journeys between any two stopping points on a route (passenger correspondence) represents a discrete variable. For each value of the discrete random variable, its probability is calculated. As a solution to the problem of determining the number of corresponding passengers between two stopping points on a route, we take the most probable value of the random variable.

Key concepts: Variable (mathematics), Random variable, Value (mathematics), Expected value, Computer science, Variables, Mathematics, Statistics

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Development of a Mathematical Model to Calculate Passenger Journeys on a Route According to the Entry and Exit Data — Research Paper | ScholarLens