One of the most fundamental approaches to optimization problems is that of Linear Programming. While it is very general and has wide applicability, a number of important theoretical properties are part of LP which carry over to other optimization problems, viz. development of upper and lower bounds, linear approximations, simplex type approaches, etc.
CITATION STYLE
MacGregor Smith, J. (2021). Linear Programming ∑cjxj,xj≥0∀j. In Springer Optimization and Its Applications (Vol. 175, pp. 83–132). Springer. https://doi.org/10.1007/978-3-030-75801-1_3
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