AbstractWe show that if a finitely presented Rees quotient of a free inverse semigroup has polynomial growth, then its growth series is in a certain subsemiring of N[[z]]. We present a procedure for calculating the degree of growth of such a semigroup and use it to determine the possible values for the degree of growth
Finitely generated linear semigroups over a field K that have intermediate growth are considered. Ne...
Let <i>A</i> be a finite set of <i>d x d</i> matrices with integer entries and let <i>m<sub>n</sub><...
In group theory we are able to derive many properties about a group from how it acts on a graph. Kno...
AbstractWe show that if a finitely presented Rees quotient of a free inverse semigroup has polynomia...
We prove that a finitely presented Rees quotient of a free inverse semigroup has polynomial growth i...
AbstractWe give a sufficient condition for a finitely presented Rees quotient of a free inverse semi...
AbstractThe problem of calculating the growth of a finitely generated (f.g.) semigroup satisfying th...
AbstractThe problem of calculating the growth of a finitely generated (f.g.) semigroup satisfying th...
AbstractFinitely generated linear semigroups S ⊆ Mn(K) of polynomial growth are described. First, we...
For a semigroup S its d-sequence is d(S) = (d1, d2, d3, . . .), where di is the smallest number of e...
AbstractFinitely generated linear semigroups over a field K that have intermediate growth are consid...
Finitely generated linear semigroups over a field K that have intermediate growth are considered. N...
AbstractWe characterize certain semigroups, in terms of growth properties, as fractional-power semig...
AbstractFinitely generated subsemigroups S of the full matrix monoid Mn(K) over a field K of positiv...
AbstractCertain semigroups are generated by powers −(−A)a, for closed operators A in Banach space an...
Finitely generated linear semigroups over a field K that have intermediate growth are considered. Ne...
Let <i>A</i> be a finite set of <i>d x d</i> matrices with integer entries and let <i>m<sub>n</sub><...
In group theory we are able to derive many properties about a group from how it acts on a graph. Kno...
AbstractWe show that if a finitely presented Rees quotient of a free inverse semigroup has polynomia...
We prove that a finitely presented Rees quotient of a free inverse semigroup has polynomial growth i...
AbstractWe give a sufficient condition for a finitely presented Rees quotient of a free inverse semi...
AbstractThe problem of calculating the growth of a finitely generated (f.g.) semigroup satisfying th...
AbstractThe problem of calculating the growth of a finitely generated (f.g.) semigroup satisfying th...
AbstractFinitely generated linear semigroups S ⊆ Mn(K) of polynomial growth are described. First, we...
For a semigroup S its d-sequence is d(S) = (d1, d2, d3, . . .), where di is the smallest number of e...
AbstractFinitely generated linear semigroups over a field K that have intermediate growth are consid...
Finitely generated linear semigroups over a field K that have intermediate growth are considered. N...
AbstractWe characterize certain semigroups, in terms of growth properties, as fractional-power semig...
AbstractFinitely generated subsemigroups S of the full matrix monoid Mn(K) over a field K of positiv...
AbstractCertain semigroups are generated by powers −(−A)a, for closed operators A in Banach space an...
Finitely generated linear semigroups over a field K that have intermediate growth are considered. Ne...
Let <i>A</i> be a finite set of <i>d x d</i> matrices with integer entries and let <i>m<sub>n</sub><...
In group theory we are able to derive many properties about a group from how it acts on a graph. Kno...
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