Hindman's theorem says that every finite coloring of the natural numbers has a
monochromatic set of finite sums. A Ramsey algebra is a structure that satisfies an analogue …

Hindman's Theorem says that every finite coloring of the positive natural numbers has a
monochromatic set of finite sums. A Ramsey algebra is a structure that satisfies an analogue …

Hindman's Theorem says that every finite coloring of the positive natural numbers has a
monochromatic set of finite sums. Ramsey algebras, recently introduced, are structures that …

Carlson introduced the notion of a Ramsey space as a generalization to the Ellentuck space.
When a Ramsey space is induced by an algebra, Carlson suggested a study of its purely …

Role of associativity in Ramsey algebras | SpringerLink Skip to main content Advertisement
SpringerLink Log in Menu Find a journal Publish with us Search Cart 1.Home 2.Proceedings …

The notion of a topological Ramsey space was introduced by Carlson some 30 years ago.
Studying the topological Ramsey space of variable words, Carlson was able to derive many …

Ramsey algebras are algebras that induce Ramsey spaces, which are generalizations of the
Ellentuck space and Milliken's space. Previous work suggests a possible local version of …

Ramsey algebras are an attempt to investigate Ramsey spaces generated by algebras in a
purely combinatorial fashion. Previous studies have focused on the basic properties of …

Are Ramsey Algebras Essentially Semigroups Page 1 Are Ramsey Algebras Essentially
Semigroups ∗† Andrew Rajah School of Mathematical Sciences, Universiti Sains Malaysia …

Let A be a set and let F be a family of finitary functions on A. Then an n-ary function f is called
an orderly composition of F if there exists h, h1, h2,..., hn∈ F and pairwise distinct strings x1 …