Conway polynomial (finite fields)

Known as: Conway polynomial

In mathematics, the Conway polynomial Cp,n for the finite field Fpn is a particular irreducible polynomial of degree n over Fp that can be used to…

Papers overview

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2012

We explain our general program to prove the existence of a cycle of curves on minimal class VII surfaces with b_2>0 and the…

2010

Turning the skein relation for HOMFLY into a Fibonacci recurrence, we prove that there are only three rational specializations of…

2010

We consider an algebra of (classical or virtual) tangles over an ordered circuit operad and introduce Conway-type invariants of…

2009

Polynomial knot invariants can often be used to define Vassiliev invariants on singular knots. Here Vassiliev invariants form the…

2005

By the works of Gusarov [2] and Habiro [3], it is known that a local move called the Cn move is strongly related to Vassiliev…

2005

In recent work with J. Mostovoy and T. Stanford, the author found that for every natural number n, a certain polynomial in the…

2001

1998

We prove that the number of linearly independent Vassiliev invariants for an r-component link of order n, which derived from the…

1993

1985