Oct 29, 2010 · The types of inequalities considered are < < , ≤ ≤ , > > , ≥ ≥ and ≠ ≠ . We show how to obtain generating functions from which various pieces of ...

Locally restricted compositions. III: Adjacent-part periodic inequalities. Bender, Edward A.; Canfield, E.Rodney · The Electronic Journal of Combinatorics ...

The types of inequalities considered are <, ⩽, >, ⩾ and 6=. We show how to obtain generating functions from which various pieces of asymptotic information.

Return to Article Details Locally Restricted Compositions III. Adjacent-Part Periodic Inequalities Download Download PDF. Thumbnails Document Outline

It is shown how to obtain generating functions from which various pieces of asymptotic information can be computed and some numerical results for the ...

Oct 22, 2024 · We study compositions c1,...,ck of the integer n in which adjacent parts may be constrained to satisfy some periodic inequalities, ...

Locally restricted compositions III. Adjacent-part periodic inequalities, Electronic J. of Combinatorics 17(2010) R145, 9 pages. (with Edward A. Bender). 79 ...

Aug 5, 2024 · Locally Restricted Compositions III. Adjacent-Part Periodic Inequalities. Electron. J. Comb. 17(1) (2010). [+][–]. 2000 – 2009. FAQ. see FAQ.

(with E.R. Canfield) Locally restricted compositions III. Adjacent-part periodic inequalities. Electron. J. Combin. 17(1) (2010) R145 9pp. pdf; 115. (with ...

Locally restricted compositions. III: Adjacent-part periodic inequalities. Bender, Edward A., Canfield, E.Rodney (2010). The Electronic Journal of ...