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Ramaswamy Chandrasekaran - Nonnegative integer solutions to linear systems



RAMASWAMY CHANDRASEKARAN, The University of Texas at Dallas, Richardson, Texas  75083-0688, USA
Nonnegative integer solutions to linear systems


We consider the problem of finding nonnegative integer solutions to linear equations. This is the central problem in integer programming. In general this problem is $\textrm{NP}$-hard. However, under certain conditions on the constraint matrix the problem is solvable in polynomial time and it is these cases that we consider. This work is a continuation of some previous work for $\textrm{TDI}$ systems.



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