If K/k is a function field in one variable of positive characteristic, we describe a general algorithm to factor one-variable polynomials with coefficients in K. The algorithm is flexible enough to find factors subject to additional restrictions, e.g., to find all roots that belong to a given finite dimensional k-subspace of K more efficiently. It also provides a deterministic polynomial time irreducibility test in small characteristic. We also discuss some applications.Comment: revised versio
Abstract. Consider a polynomial f with an arbitrary but fixed number of variables and with integral ...
The problem of univariate polynomial factorization is known to have a number of polyno-mial time ran...
AbstractShuhong Gao (2003) [6] has proposed an efficient algorithm to factor a bivariate polynomial ...
If K/k is a function field in one variable of positive characteristic, we describe a general algori...
We exhibit a deterministic algorithm for factoring polynomials in one variable over finite fields. I...
AbstractWe exhibit a deterministic algorithm for factoring polynomials in one variable over finite f...
grantor: University of TorontoThis thesis investigates several algebraic algorithms that d...
In this paper, we generate algorithms for factoring polynomials with coefficients in finite fields. ...
In this paper, we generate algorithms for factoring polynomials with coefficients in finite fields. ...
grantor: University of TorontoThis thesis investigates several algebraic algorithms that d...
AbstractWe exhibit a deterministic algorithm for factoring polynomials in one variable over finite f...
This paper provides an overview on existing algorithms for factoring polynomials over global fields ...
AbstractShuhong Gao (2003) [6] has proposed an efficient algorithm to factor a bivariate polynomial ...
We present a sequential deterministic polynomial-time algorithm for testing dense multivariate polyn...
AbstractThis paper deals with the problem of computing the degrees and multiplicities of the irreduc...
Abstract. Consider a polynomial f with an arbitrary but fixed number of variables and with integral ...
The problem of univariate polynomial factorization is known to have a number of polyno-mial time ran...
AbstractShuhong Gao (2003) [6] has proposed an efficient algorithm to factor a bivariate polynomial ...
If K/k is a function field in one variable of positive characteristic, we describe a general algori...
We exhibit a deterministic algorithm for factoring polynomials in one variable over finite fields. I...
AbstractWe exhibit a deterministic algorithm for factoring polynomials in one variable over finite f...
grantor: University of TorontoThis thesis investigates several algebraic algorithms that d...
In this paper, we generate algorithms for factoring polynomials with coefficients in finite fields. ...
In this paper, we generate algorithms for factoring polynomials with coefficients in finite fields. ...
grantor: University of TorontoThis thesis investigates several algebraic algorithms that d...
AbstractWe exhibit a deterministic algorithm for factoring polynomials in one variable over finite f...
This paper provides an overview on existing algorithms for factoring polynomials over global fields ...
AbstractShuhong Gao (2003) [6] has proposed an efficient algorithm to factor a bivariate polynomial ...
We present a sequential deterministic polynomial-time algorithm for testing dense multivariate polyn...
AbstractThis paper deals with the problem of computing the degrees and multiplicities of the irreduc...
Abstract. Consider a polynomial f with an arbitrary but fixed number of variables and with integral ...
The problem of univariate polynomial factorization is known to have a number of polyno-mial time ran...
AbstractShuhong Gao (2003) [6] has proposed an efficient algorithm to factor a bivariate polynomial ...