 About 1,620 results  books.google.com de Bruijn's Theorem de Jonquieres Theorem 675 Every de Bruijn sequence
corresponds to an EULER IAN CYCLE on a DE ... See also BOXPACKING
THEOREM, CONWAY PUZZLE, KLARNER'S THEOREM References Honsberger
, ... 

 books.google.com Let S denote a set of kdimensional boxes each having integral sides. 

 books.google.com (The paper also announces a subsequent proof by Klarner of this conjecture; this
was carried out in Hoffman and Klarner (1978), (1979).) Conjecture 1 is proved
here in some cases, showing (Theorem 11) that 〈2x + ny : 1〉 is a perset for all ... 

 books.google.com It is easy to see that for each n, ^ < s(n) < r(n) < t(n), o and results of Klarner and
Rivest [KR73] , and of Klarner and Satterfield [KS] , using automata theory and
building on earlier work of Eden, Klarner, and Read, have shown: THEOREM ... 

 books.google.com INTRODUCTION In developing a Zeckendorf theorem for doubleended
sequences, Hoggatt and BicknellJohnson [1] found a remarkable pattern arising
from applying Klarner's theorem [2], [3] on simultaneous representations using
Fibonacci ... 

 books.google.com A result appearing in Hautus and Klarner (1971) and credited to Furstenberg (
1967) is that the diagonal of a bivariate rational power series is always algebraic.
... Theorem 2.4.10 (Lipshitz, 1988) Any diagonal of a Dfinite series is Dfinite. 

 books.google.com It is given by the following theorem. Since the proof is complicated, we omit it.
Theorem 33.7. (Klarner, 1966) Let 11,, be defined by the recurrence relation a,,+2
: pa,,+ — qa,,, where p and q are fixed complex numbers and n 3 0. Let k ... k ak ... 

 books.google.com To obtain bounds, we make use of the following result adapted from Klarner and
Woodworth [5]. Theorem 3. Suppose it is known that the coefficients of an
algebraic power series F(x) grow at a rate of Ω(αn) and O(βn) for α < β. Suppose
also ... 

 books.google.com Thus our theorem about the 3cell packing of the line extends through the spaces
of all dimensions; so does Coppersmith's ... Prove Klarner's Theorem: An a x b
rectangle can be packed with 1 x n strips if and only if n divides a or n divides b. 

 books.google.com not a comparability invariant, 212 Roddy's theorem on products, 236 sfence, 234
ScottSuppes theorem, 197 search space, ... 18 Klarner's enumeration of graded
orders, 268 Kleitman and Rothschild's asymptotic enumeration, 277 LiMilner, ... 

 