Date

1963

Document Type

Thesis

Degree

Master of Science

Department

Mechanical Engineering

First Adviser

Beer, Ferdinand P.

Abstract

This paper is concerned with the statistics of the height of rise and fall for continuous random functions. In particular, approximate methods are given for determining the probablility density of the increment in a random continuouse function, with continuous first and second drerivatives, as it passes from one extremum to the next following extremum.

Comments

Former department name: Mechanics

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