Zobrazeno 1 - 10
of 13
pro vyhledávání: '"Larry R. Anderson"'
Autor:
James E. Nave, Justin Sobota, Leonard C Marcus, Larry R Anderson, Carina Blackmore, Elizabeth A Lautner, Lonnie J. King, Roger K Mahr, Michael J. Blackwell, Ronald M Davis, William S Stokes, Thomas P Monath, Travis Meyer, Joerg Ohle, Marguerite Pappaioanou, Jay H Glasser
Publikováno v:
Journal of the American Veterinary Medical Association. 233:259-261
Lonnie J. King, dvm, ms, mpa, dacvpm; Larry R. Anderson, dvm, md; Carina G. Blackmore, dvm, phd; Michael J. Blackwell, dvm, mph; Elizabeth A. Lautner, dvm, ms; Leonard C. Marcus, vmd, md; Travis E. Meyer, bs; Thomas P. Monath, md; James E. Nave, dvm;
Autor:
Larry R. Anderson
Publikováno v:
Location Science. 5:119-130
Many simple location models involve optimization through minimizing an objective function that determines mean travel distance. Such problems often involve locating a single service unit at the median of a demand variable. This paper considers the ro
Autor:
Kathy Barnes, C. George Fitzgerald, Beth Boyer Kollas, William A. Dantzler, Victor S. Yoon, George E. McRae, Ronald H. Cram, James E. Dittes, Larry R. Anderson, Susan Dee Reisinger
Publikováno v:
Pastoral Psychology. 42:211-238
Autor:
Larry R. Anderson, Robert A. Fontenot
Publikováno v:
Transportation Science. 26:346-351
In this article, we consider the optimal positioning of multiple servicing units along a coordinate line, under the assumption that demand for service occurs probabilistically at any point along the coordinate line. We show that, under very general c
Autor:
Larry R. Anderson
Publikováno v:
Quarterly of Applied Mathematics. 45:481-486
On presente une classe de fonctions de Lyapunov ponderees pour une equation x+(x,x˙,x)=0 et le systeme associe x˙=y, y˙=z, z=−(x,y,z)
Autor:
Larry R. Anderson
Publikováno v:
Quarterly of Applied Mathematics. 36:434-438
Autor:
Larry R. Anderson, Sarah E. Ducich
Publikováno v:
Quarterly of Applied Mathematics. 38:497-504
In this paper we give a class of weight functions which generate Liapunov functions for a general second-order differential system. In the special case of a Lienard equation we give conditions under which these weight functions may be chosen so as to
Autor:
Larry R. Anderson, David R. Guichard
Publikováno v:
The American Statistician. 42:55-59
Cohen (1983) considered a statistical problem associated with the effect of class size on teacher rating. Specifically, Cohen considered comparisons of mean scores [xbar]A and [xbar]B of two instructors teaching classes of different sizes. A heuristi
Autor:
Larry R Anderson, Walter Leighton
Publikováno v:
Journal of Mathematical Analysis and Applications. 23:645-664
LCL /Liapunov, Cetaev and LaSalle/ functions for autonomous systems of second order extended to more general differential equation systems