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使用数学规划确定运动活动的最佳组合。

Determining the optimal mix of exercise activities using mathematical programming.

作者信息

Levary R R, Creamer M L

机构信息

Department of Decision Sciences and MIS, School of Business and Administration, St. Louis University, MO 63108, USA.

出版信息

Med Sci Sports Exerc. 1995 Feb;27(2):275-80.

PMID:7723653
Abstract

Several mathematical programming models designed to develop optimal exercise programs are described. The models can be adapted to various individuals so that unique objectives and constraints can be met. The models can be used to design individualized exercise programs for a wide variety of people. Models can meet the needs of those who exercise for recreational purposes, athletic achievements and/or rehabilitative purposes. As the objectives of an exercise program and the constraints on it change over time, individuals must occasionally review the relevancy of the objective function and constraints. The model must then be updated so that the updated optimal exercise program can be designed. An illustrative example that deals with the development of an overall fitness program for individuals exercising for recreational reasons is described.

摘要

描述了几种旨在制定最佳锻炼计划的数学规划模型。这些模型可以适用于不同的个体,从而满足独特的目标和限制条件。这些模型可用于为各种各样的人设计个性化的锻炼计划。模型能够满足那些出于娱乐目的、运动成就和/或康复目的而锻炼的人的需求。由于锻炼计划的目标及其限制条件会随时间而变化,个人必须偶尔审视目标函数和限制条件的相关性。然后必须更新模型,以便能够设计出更新后的最佳锻炼计划。还描述了一个示例,该示例涉及为出于娱乐目的而锻炼的个人制定全面健身计划。

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