Appendices

Dong-Joo Moon ()
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Dong-Joo Moon: Seoul National University

Chapter Chapter 15 in Congestion-Prone Services Under Quality Competition, 2011, pp 367-415 from Springer

Abstract: Abstract The Kuhn-Tucker conditions for Lagrangian $$L_2: $$ Let $$(\overline{q},\overline{x},\overline{\pi},\overline{\varphi},\overline{\gamma}) $$ be the saddle point of Lagrangian $$L_2.$$ Then, the Kuhn-Tucker conditions for $$L_2 $$ are as follows: $$y-\sum_{mn}am\overline{q}m=0 $$

Keywords: Appendix; Kuhn-Tucker Conditions; Diagonal Dominance Condition; Simultaneous Equation System; Qualitative Competition (search for similar items in EconPapers)
Date: 2011
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DOI: 10.1007/978-3-642-20189-9_15

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