VARIACIONES EN TORNO A UN TEMA DE STEINER

GABRIEL POVEDA RAMOS

doi:10.18257/raccefyn.14(53).1972.3598

PDF (Spanish)

Keywords

Not available

How to Cite

POVEDA RAMOS , G. (1972). Not available. Revista De La Academia Colombiana De Ciencias Exactas, Físicas Y Naturales, 14(53), 21-32. https://doi.org/10.18257/raccefyn.14(53).1972.3598

Societal impact

Abstract

Not available

PDF (Spanish)

References

WEBER, ALFRED. Theory of the Location of Industries. Traducida del alemán, con una introducción y notas de Carl J. Friedrich, The University of Chicago Press, Chicago, 1968, 256 páginas.

Enziklopaedie der Mathematischen Wissenschaften, vol. 3, part I., Leipzig, B. G. Teubner, 1907.

COOPER, LEON. “Location-allocation problems”. Operations Research, vol. 11, Nº 3, 1963, pp. 331-343.

STEINER, JAKOB (1796-1863). Enciclopedia Británica, vol. 21, 1962, p. 877.

COURANT, RICHARD y ROBBINS, HERBERT. ¿Qué es la Matemática? Madrid, Ed. Aguilar, 1955, 652 pp.

ISARD, WALTER. Location and space-economy. New York, Wiley, 1956, 350 p.

EISEMAN, K. “Problem 62-11. The Optimum location of a center”. Siam Review, vol. 4, oct. 1962, pp. 394-395.

MOSES, LEON N. “Location and the theory of production”. Quarterly Journal of Economics, vol. 72, may 1958, pp. 259-272. An extension of classical Weberian Location-triangle analysis to include substitution between inputs as their delivered prices vary over the location plain.

MELZAK, Z. A. “On the problem of Steiner”. Canad. Math. Bull. vol. 4, 1961, pp. 143-148.

COCKAYNE, E. J. “On the Steiner problem”. Canad. Math. Bull. vol. 10. 1967, pp. 431-450.

COOPER, LEON. “Heuristic methods for location-allocation problems”. Siam Review, vol. 6 Nº 1, january 1964, pp. 37-51.

PRIM, R. C. “Shortest connecting networks”. Bell system tech. J., 3, 1957, pp. 1389-1401.

KOSLOIKOWSKI, Thomas. A generalized single source locational problem. (A Boston University, College of Business Administration Faculty working paper.) 1968, 29 p. mimeograph.

DOERFLER, T. E. Partan, minimization by method of parallel tangents (internal memorandum). Iowa State University, april 1964, pp. 1-7.

COCKAYNE, E. J. Computation of minimal length full Steiner trees on the vertices of a convex polygon, Rep. 14, Dept. of Mathematics. Univ. of Victoria, British Columbia, 1968.

GILBERT, E. N. and POLLAK, H. O. “Steiner minimal trees”. Siam journal on applied math, vol. 16 Nº 1, january 1968, pp. 1-29.

COCKAYNE, E. J. “On the efficiency of the algorithm for Steiner minimal trees”. Siam journal on applied math, vol. 18, Nº 1, january 1970, pp. 150-159.

WILDE, D. J. Optimum seeking methods. Englewood Cliffs, N. J. Prentice-Hall, 1964.