Introduction Poor oral health is a significant public health concern, costing the NHS in England
£3.4 billion annually. Community pharmacies are easily accessible, frequently visited by …

MENT is a developmentally regulated heterochromatin-associated protein that condenses
chromatin in terminally differentiated avian blood cells. Its homology to the serpin protein …

The Noether number of a representation is the largest degree of an element in a minimal
homogeneous generating set for the corresponding ring of invariants. We compute the Noether …

Let G be a finite p-group and k be a field of characteristic p>0. We show that G has a non-linear
faithful action on a polynomial ring U of dimension n=log p (|G|) such that the invariant …

We describe “quasi-canonical modules” for modular invariant rings R of finite group actions
on factorial Gorenstein domains. From this we derive a general “quasi-Gorenstein criterion” …

Let G be a finite group acting on a polynomial ring A over the field K and let A G denote the
corresponding ring of invariants. Let B be the subalgebra of A G generated by all …

Le A be a matrix of even dimension which is anti-symmetric after deletion of its rth row and
column and let R, C be the anti-symmetric matrices formed by modifying the rth row and …

Let G be a finite p-group and ka field of characteristic p>0. A universal Galois algebra of G is
a weakly initial object in the category Ts of trace-surjective (commutative) k−G algebras. The …

The paper presents a new and general description of a class of one-coincidence sequence
sets. The set leaders of this class are derived from the combination of N linearly independent …

Throughout Z p and Q p will, respectively, denote the ring of p-adic integers and the field of p-adic
numbers (for p prime). We denote by C p the completion of the algebraic closure of Q p …