James G. Taylor

发表

A Lanchester‐type aggregated‐force model of conventional ground combat

James G. Taylor, 1983 .

Annihilation Prediction for Lanchester-Type Models of Modern Warfare

Gerald G. Brown, James G. Taylor, 1983, Oper. Res..

Target selection in lanchester combat: Heterogeneous forces and time‐dependent attrition‐rate coefficients

James G. Taylor, 1974 .

On the treatment of force‐level constraints in times‐equential combat problems

James G. Taylor, 1975 .

Qualitative behaviour of solutions to some non-linear Lanchester-type models that consider parallel acquisition of targets†

James G. Taylor, 1982 .

A squared‐variable transformation approach to nonlinear programming optimality conditions

James G. Taylor, 1973 .

Theoretical analysis of the general linear model for lanchester ‐ type combat between two homogeneous forces

James G. Taylor, 1982 .

Analysis of the functional dependence of the modified parity-condition parameter on its argument for an important class of Lanchester-type equations for modern warfare†

James G. Taylor, 1982 .

Error Bounds for the Liouville-Green Approximation to Initial-Value Problems

James G. Taylor, 1978 .

Battle-outcome-prediction conditions for variable-coefficient Lanchester-type equations for area fire†☆

James G. Taylor, 1981 .

Solving Lanchester-Type Equations for "Modern Warfare" with Variable Coefficients

James G. Taylor, James G. Taylor, 1974, Oper. Res..

AD / A-004 243 A MATHEMATICAL THEORY FOR VARIABLE-COEFFICIENT LANCHESTER-TYPE EQUATIONS OF MOD r £ RN WARFARE

James G. Taylor, 2014 .

“simple‐approximate” battle‐outcome‐prediction conditions for variable‐coefficient lanchester‐type equations of modern warfare

James G. Taylor, 1983 .

Approximate solution (with error bounds) to a nonlinear, nonautonomous second-order differential equation

James G. Taylor, 1978 .

On the relationship between the force ratio and the instantaneous casualty‐exchange ratio for some lanchester‐type models of warfare

James G. Taylor, 1976 .

Differential‐game examination of optimal time‐sequential fire‐support strategies

James G. Taylor, James G. Taylor, 1978 .

An examination of the effects of the criterion functional on optimal fire-support policies

Gerald G. Brown, James G. Taylor, Gerald G. Brown, 1978 .

Comparison of a Deterministic and a Stochastic Formulation for the Optimal Control of a Lanchester-Type Attrition Process.

James G. Taylor, Robert L. Powers, James G. Taylor, 1977 .

Lanchester-Type Models of Warfare and Optimal Control

James G. Taylor, James G. Taylor, 1974 .

An Analytical Model That Provides Insights into Various C2 Issues

Beny Neta, James G. Taylor, Peter A. Shugart, 2004 .

Canonical Methods in the Solution of Variable-Coefficient Lanchester-Type Equations of Modern Warfare

Gerald G. Brown, James G. Taylor, James G. Taylor, 1976, Oper. Res..

A Tutorial on the Determination of Single-Weapon-System-Type Kill Rates for Use in Lanchester-Type Combat Models.

James G. Taylor, James G. Taylor, 1982 .

Mathematical Analysis of Nonlinear Helmbold-type Equations of Warfare☆

James G. Taylor, James G. Taylor, 1981 .

Improved error bounds for the Liouville-Green (or WKB) approximation

James G. Taylor, 1982 .

Force-Ratio Considerations for Some Lanchester-Type Models of Warfare

James G. Taylor, Samuel H. Parry, James G. Taylor, 1975, Oper. Res..

Some Interoperability Issues for Computer-Generated Forces: The Theoretical Chasm between Entity-Level and Aggregated-Force Combat Simulations

David H. Olwell, James G. Taylor, James G. Taylor, 2002 .

Some Differential Games of Tactical Interest

James G. Taylor, James G. Taylor, 1974, Oper. Res..

Theoretical analysis of lanchester-type combat between two homogeneous forces with supporting fires

James G. Taylor, James G. Taylor, 1980 .

Some simple victory-prediction conditions for lanchester-type combat between two homogeneous forces with supporting fires

James G. Taylor, James G. Taylor, 1979 .

Optimal Commitment of Forces in Some Lanchester-Type Combat Models

James G. Taylor, James G. Taylor, 1979, Oper. Res..

Numerical determination of the parity-condition parameter for lanchester-type equations of modern warfare

Gerald G. Brown, James G. Taylor, James G. Taylor, 1978, Comput. Oper. Res..

Technical Note - A Note on the Solution to Lanchester-Type Equations with Variable Coefficients

James G. Taylor, James G. Taylor, 1971, Oper. Res..

Hierarchy-of-models approach for aggregated-force attrition

James G. Taylor, Ugur Ziya Yildirim, William S. Murphy, 2000, 2000 Winter Simulation Conference Proceedings (Cat. No.00CH37165).

Force-annihilation conditions for variable-coefficient lanchester-type equations of modern warfare, I: Mathematical Theory

James G. Taylor, Craig Comstock, C. Comstock, 1976 .

Survey on the optimal control of Lanchester-type attrition processes

James G. Taylor, James G. Taylor, 1974 .

Target selection in Lanchester combat: Linear‐law attrition process

James G. Taylor, James G. Taylor, 1973 .

Letter to the Editor - Comments on "A Note on the Solution to Lanchester-type Equations with Variable Coefficients"

James G. Taylor, James G. Taylor, 1972, Oper. Res..

On the isbell and marlow fire programming problem

James G. Taylor, James G. Taylor, 1972 .

Application of differential games to problems of military conflict: Tactical allocation problems, Part III - Appendices C and D

James G. Taylor, James G. Taylor, 1970 .