Zobrazeno 1 - 10
of 10
pro vyhledávání: '"Reinaldo E. Giudici"'
Publikováno v:
Discrete Mathematics. 282:239-243
For n∈N let pk(n) be the number of induced k-cycles in the Cayley graph Cay (Zn,Un), where Zn is the ring of integers modn and Un=Zn∗ is the group of units modn. Our main result is: Given r∈N there is a number m(r), depending only on r, with rl
Autor:
Aurora Olivieri, Reinaldo E. Giudici
Publikováno v:
Discrete Mathematics. 215(1-3):73-79
A family of simple, nite, undirected and without loops Cayley graphs Cay(Z2n;QR(2 n )) is studied, where Z2n denotes the additive group of integers modulo 2 n and the set S =S [ f Sg, where S =QR(2 n ) denotes the set of quadratic residues of Z2n, ze
Publikováno v:
Discrete Mathematics. 149:11-18
For each positive integer n we consider sequences Xn of Cayley graph Cay(Gn, Sn), where Gn is a finite abelian group and Sn is a symmetric subset of Gn. The sequence Xn has the multiplicative arithmetic property (map) if for each pair of positive rel
Publikováno v:
Discrete Mathematics. 58(3):285-294
We prove the chromatic uniqueness of the following infinite families of bipartite graphs: K m,m + k , K r ∪ K m,m + k with m ⩾ 2 and 0⩽ max (5, √2m). We have also proved that K m,m + k , K r υ K m,m + k are chromatically unique for k = 0,1 a
Autor:
Reinaldo E. Giudici
Publikováno v:
International Journal of Mathematical Education in Science and Technology. 12:603-608
Simon Bolivar University has been experimenting for the past three years with a new concept in the teaching of Traditional Calculus, a method of open studies that puts more emphasis on learning than on being taught. This achieves an independent way o
Autor:
Reinaldo E. Giudici
Publikováno v:
Mathematics Magazine. 44:153-157
Publikováno v:
Transactions of the American Mathematical Society. 171:317-347
A decade ago in this journal B. W. Brewer defined a sequence of polynomials V n ( x , 1 ) {V_n}(x,1) and for n = 4 n = 4 and 5 evaluated \[ ∑ x = 1 p χ ( V n ( x , 1 ) ) , \sum \limits _{x = 1}^p {{}_\chi ({V_n}(x,1))}, \] χ \chi the nonprincipal
Autor:
Richard A. Gibbs, John Lott, Hüseyin Demir, Joseph Silverman, Murray S. Klamkin, Bernardo Recamán, John Hoyt, Peter A. Lindstrom, Erwin Just, Norman Schaumberger, Steven R. Conrad, James A. Davis, G. Wedderburn, Qazi Zameeruddin, Francis J. Flanigan, Anthony Richoux, G. A. Heuer, F. D. Hammer, Benjamin L. Schwartz, Richard L. Francis, Reinaldo E. Giudici, Arthur Marshall, D. E. Penney
Publikováno v:
Mathematics Magazine. 49:252
Publikováno v:
Transactions of the American Mathematical Society. 171:317
Autor:
Reinaldo E. Giudici
Publikováno v:
Mathematics Magazine. 44:153