CONSTRUCTAL LAW AND THE OGP OPTIMAL GLOBAL PRICING TECHNOLOGY
DOI:
https://doi.org/10.59277/CLC.2024.16Keywords:
Electrical circuits equilibrium, Economic systems equilibrium, Optimal solutionsAbstract
The document discusses the integration of physics with economics through OGP technology and its application in resolving market arbitrage in various industries.
References
(1) Scurtu M., Aplicarea teroriei elasticității din fizică la studiul ciclurilor economice ale unei economii de piață la nivel macroeconomic. Academia de Studii Economice, Facultatea Relații Economice Internaționale, edițiile XIX, XX, Sesiunile Cercurilor Științifice Studențești, Aprilie 1975, 1976, Rector.
(2) Scurtu M., Johnson T., Reiland T.W., Peterson E.L., An Empirical Study of Spatial Economic Equilibria via Geometric Programming, NCSU 1986 Operations Research Program
(3) Bejan A., Freedom and Evolution. Hierarchy in Nature, Society, and Science, Springer, 2020.
(4) Bejan A., The Physics of Life. The Evolution of Everything, St. Martin’s Press, 2016.
(5) Fang S.C., Peterson E.L., Generalized Variational Inequalities, Journal of Optimization Theory and Applications, 38, 3, pp. 363–383 (1982).
(6) General Network Equilibrium Analysis, International Journal of Systems Science, 14, 11, pp. 1249–1275 (1983).
(7) An Economic Equilibrium Model on a Multi-commodity Network, International Journal of Systems Science, 16, 4, pp. 479–490 (1985).
(8) Irwin C.L., Yang W.C., Iteration and Sensitivity for A Spatial Equilibrium Problem with Linear Supply and Demand Functions. Operations Research, 30, 2 (1982).
(9) King R.A., Gunn J., Reactive Programming User Manual: A Market Simulating Spatial Equilibrium Algorithm, Economic Research Report, No. 43, Dept. Of Ec. & Bus. NCSU Raleigh N.C. Dec 81.
(10) McCarl B.A. et al., Sebend: A computer Algorithm for the Solution of Symmetric Multi-commodity spatial Equilibrium Problems Utilizing Benders Decomposition. Special Report 708, Agricultural Experiment Station Oregon State University, March 1984.
(11) The Conical Duality and Complementarity of P and Quantity for Multi-commodity Spatial and Temporal Network Allocation Problems, Center For Math. Studies in Economics and Management Science: Disc. Paper #207, Northwestern University, Evanston, 111, March 1976.
(12) Peterson E.L., Eaves B.C., Asmuth R., Computing Economic Equilibria on Affine Networks with Lemke’s Algorithm, Mathematics and Operations Research, 4, 3, pp. 209–214 (1979).
(13) O’Rourke A.D., Casavant K.L., Interregional and Intertemporal Competition in Fresh Sweet Cherries, College of Agriculture Research Center, Washington State University, Bulletin 803, November 1974.
