Add to ORKGReducibility of certain class of polynomials over Fp, whose degree depends on p, can be deduced by checking the reducibility of a quadratic and cubic polynomial. This thesis explains how can we speeds up the reducibility procedure
We show that certain problems involving sparse polynomials with integer coefficients are at least as...
It is known that some polynomial mappings φ: Ck → Cn are rectiable in the sense that there exists a ...
It is known that some polynomial mappings φ: Ck --\u3e Cn are rectifiable in the sense that there ex...
Reducibility of certain class of polynomials over Fp, whose degree depends on p, can be deduced by c...
We give a simple argument to show if a = b ∈ Z so that no prime p has the property p2|a or p2|b, th...
In this thesis we consider some problems concerning polynomials over finite fields. The first topic...
Most integers are composite and most univariate polynomials over a finite field are reducible. The P...
A complete work on general reducibility and solvability of polynomial equations by algebraic meansra...
AbstractThe main result of this paper a new algorithm for constructing an irreducible polynomial of ...
grantor: University of TorontoThis thesis investigates several algebraic algorithms that d...
grantor: University of TorontoThis thesis investigates several algebraic algorithms that d...
AbstractThis paper deals with the problem of computing the degrees and multiplicities of the irreduc...
AbstractThe main result of this paper a new algorithm for constructing an irreducible polynomial of ...
AbstractIt is shown that an absolutely irreducible homogeneous cubic polynomialf∈Z[x0, x1, x2] is al...
In many mathematical investigations such as determination of degree of a field extension, determinat...
We show that certain problems involving sparse polynomials with integer coefficients are at least as...
It is known that some polynomial mappings φ: Ck → Cn are rectiable in the sense that there exists a ...
It is known that some polynomial mappings φ: Ck --\u3e Cn are rectifiable in the sense that there ex...
Reducibility of certain class of polynomials over Fp, whose degree depends on p, can be deduced by c...
We give a simple argument to show if a = b ∈ Z so that no prime p has the property p2|a or p2|b, th...
In this thesis we consider some problems concerning polynomials over finite fields. The first topic...
Most integers are composite and most univariate polynomials over a finite field are reducible. The P...
A complete work on general reducibility and solvability of polynomial equations by algebraic meansra...
AbstractThe main result of this paper a new algorithm for constructing an irreducible polynomial of ...
grantor: University of TorontoThis thesis investigates several algebraic algorithms that d...
grantor: University of TorontoThis thesis investigates several algebraic algorithms that d...
AbstractThis paper deals with the problem of computing the degrees and multiplicities of the irreduc...
AbstractThe main result of this paper a new algorithm for constructing an irreducible polynomial of ...
AbstractIt is shown that an absolutely irreducible homogeneous cubic polynomialf∈Z[x0, x1, x2] is al...
In many mathematical investigations such as determination of degree of a field extension, determinat...
We show that certain problems involving sparse polynomials with integer coefficients are at least as...
It is known that some polynomial mappings φ: Ck → Cn are rectiable in the sense that there exists a ...
It is known that some polynomial mappings φ: Ck --\u3e Cn are rectifiable in the sense that there ex...