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Rothschild, B. ; and Spencer, York: Wiley, 1990. J. “Large Numbers and Unprovable Math. Monthly 90, 669-675, 1983. Theory, 2nd Spencer, Amer. Randelbrot ed. J. H. ” Set 1982. Kalbfleisch, J. G. D. thesis, University of Waterloo, January 1966+ McKay, B. D. and Min, 2. K. ” J. Graph Th. 16, 99-105, 1992. McKay, B. D. and Radaiszowski, S. P. ” J. Graph. Th 19, 309-322, 1995. Piwakowski, K. ” Electronic J. Combinatorics 3, R6, l-4, 1996. org/Volume3/ Radziszowski, will &* Distribution S. P. “Small Ramsey Numbers,” Electronic J, 1, DSl l-29, Rev.
Press, Products, 5th ed. I. M. Tables San Diego, of Integrals, SeAcademic CA: p. 1103, 1979. Reduction of Order DIFFERENTIAL see ORDINARY ORDER EQUATION-SECOND- and 290-306, 1972. Rivest, I. S. and Ryzhik, and and A001138 of Integer Se- Reduction Theorem If a fixed point is added to each group of a special plete series, then the resulting series is complete. com- References Coolidge, J. L. A Treatise on Algebraic York: Dover, p. 253, 1959. Plane Curves. New Redundancy Red Net The coloring red of two COMPLETE SUBGRAPHS of n/2 points (for EVEN n) in order to generate a BLUE-EMPTY GRAPH.
See also PERSPECTIVITY, SEGMENT, SECTION also called a (PENCIL) References Woods, F. S. Higher Methods 1961. Range in Analytic Geometry: An Introduction Geometry. New York: to Advanced Dover, p. 8, 1525 Rank (Group) For an arbitrary finitely generated ABELIAN GROUP G, the rank of G is defined to be the rank of the FREE generating SUBSET G modulo its TORSION SUBGROUP. ” see also ABELIAN GROUP, BETTI NUMBER, BURNSIDE PROBLEM, QUASITHIN THEOREM, QUASI-UNIPOTENT GROUP,TORSION (GROUP THEORY) (Statistics) R E max(zi) - min(zi).