 About 2,100 results  books.google.com Dilcher's Formula 733 See also EXPANSION, PARALLEL, PERSPECTIVE
TRIANGLES, TRANSLATION References Coxeter, H. S. M. and Greitzer, S. L. "
Dilation." §4.7 in Geometry Revisited. Washington, DC: Math. Assoc. Amer., pp.
94Á/5 ... 

 books.google.com In particular,we present anew combinatorial formula for such sequencesin
termsof a 'shift byrank' quasiexpansion based on ordered set partitions.As an
application, wegive a new proof of Dilcher's formula for expressing generalized
Bernoulli ... 

 books.google.com Thus understanding logos as cosmic formula is out of sync with the context of the
proem in which it occurs. But what, then, does it mean here? Dilcher offers a
thorough analysis of the word in classical literature. This analysis I will
summarize in ... 

 books.google.com Canadian Number Theory Association. Conference, Karl Dilcher  1995  Preview Conference Karl Dilcher. Conference Proceedings Volume 15, 1995 Five
Formulas of Ramanujan Arising From Eisenstein Series BRUCE C. BERNDT
AND PAUL BIALEK ABSTRACT. On pages 277, 278 in the unorganized portion
of ... 

 books.google.com Now Binet's formula can be generalized for sequences Fn , which are defined by
arbitrary linear recursions with constant ... Dilcher's results say roughly (in our
terminology), that there is a distinguished single real root a(f,∞)1 in 0 < a(f,∞)1 <
1, ... 

 books.google.com In 1989 K. Dilcher [141] extended (64) to n— 1 m / \ Bn(Xx)=XnBn(x)+n J2J2(Vk+
l(n!) ... By making use of the Alzer and Dilcher results, P. G. Todorov [447] gave
twelve explicit formulas for the Bernoulli and Euler polynomials and numbers,
e.g. ... 

 books.google.com Matti Jutila, Tauno Metsänkylä  2001  Preview Multiple zeta sums via box splines Karl Dilcher and Kirk Haller Abstract. We
present a method, based ... Introduction An important tool for summing infinite
series is the Poisson summation formula; see, e.g., [15, p. 376ff.] or [2] for some
relevant ... 

 books.google.com K. Dilcher, L. Skula, and I. Sh. Slavutskiˇı (1991). Bernoulli Numbers.
Bibliography (1713–1990), Volume 87 of Queen's Papers in Pure and Applied
Mathematics. Kingston, ON: Queen's University. A. M. Din (1981). A simple sum
formula for ... 

 books.google.com Rodrigues formula (2.5) for the Legendre polynomials that /„(P„(z)) is just the
polynomial (1 — г2)", with the "lower half removed (see also the ... K. Dilcher and
K. B. Stolarsky, Sequences of polynomials whose zeros lie on fixed lemniscates. 

 books.google.com Another point of view: the Wieferich Conjecture, first version The CrandallDilcher
Pomerance ... primes p N; this conjecture predicts, for each integer A, an
asymptotic formula for the number of primes p ≤ X, p N, for which p + 1 − #E(Fp)
= A, cf. 

 