BOUNDARY VALUE APPLICATION OF A ONE-DIMENSIONAL MAXIMUM PRINCIPLE.
Abstract
The problem considered is the application of a one-dimensional maximum principle to second order, linear differential equations of the form u'' + g(x)u' + h(x)u = f(x) for a < x < b with associated general boundary conditions to obtain functions z1(x) and z2(x) such that z2(x) = or < u(x) = or < z1(x) on the closed interval (a,b). The functions f, g, and h are assumed to be bounded. We wish to determine the behavior of the solution u(x) on the closed interval (a,b) and also to obtain reliable numerical estimates of u. (Author)
Document Details
- Document Type
- Technical Report
- Publication Date
- Jun 01, 1969
- Accession Number
- AD0701676
Entities
People
- James Dale Jones
Organizations
- Naval Postgraduate School