the significance of duality theory of linear programming
M. Kafrawy has written: 'A geometrical proof for the duality theorem in linear programming' -- subject(s): Duality theory (Mathematics), Linear programming
Monge is the duality in linear programming. Its basic theory comprises of the Kantorovich problem of optimally rearranging the measure.
I. I. Eremin has written: 'Theory of linear optimization' -- subject(s): Convex programming, Linear programming
Paul R. Thie has written: 'An introduction to linear programming and game theory' -- subject(s): Linear programming, Game theory 'An Introduction To Analysis'
Nothing, but it has significance in graph-theory.
Abraham M. Glicksman has written: 'Fundamentals for advanced mathematics' -- subject(s): Mathematics 'An introduction to linear programming and the theory of games' -- subject(s): Linear programming, Game theory
Spivey Boulding has written: 'Linear programming and the theory of the firm'
Brian D. Bunday has written: 'An introduction to queueing theory' -- subject(s): Queuing theory 'Optimisation methods in Pascal' -- subject(s): Pascal (Computer program language) 'Basic linear programming' -- subject(s): Linear programming 'Linear programming in Pascal' -- subject(s): Linear programming, Data processing, Pascal (Computer program language)
Evar D. Nering has written: 'Linear algebra and matrix theory' -- subject(s): Linear Algebras 'Linear programs and related problems' -- subject(s): Linear programming
Ashoke Sen, an Indian physicist, made significant contributions to understanding the duality problem in string theory. He proposed the S-duality and T-duality symmetries, which helped reconcile seemingly different descriptions of the same physical phenomenon in string theory. His work has been influential in advancing our understanding of the fundamental aspects of string theory.
Ernst Herrmann has written: 'Spieltheorie und lineares Programmieren' -- subject(s): Game theory, Linear programming