Add to ORKGThe main goal of this work is to study the behavior of the trinomial curves L(p, k, r, n). The monotonicity of these curves is established
AbstractThe Hilbert–Kunz multiplicity, in characteristic p, of the homogeneous co-ordinate ring of t...
Certain nice trinomials have the projective linear groups as their Galois groups. This was proved us...
We study the Hilbert function of certain projective monomial curves. We determine which of our curve...
The main purpose of this paper is to study the behavior of the curves K(p, k, r, n). It will be show...
In the present work, we consider one category of curves denoted by L(p, k, r, n). These curves are c...
A monomial curve is a curve parametrized by monomials. The degree of the secant variety of a monomia...
Abstract Let N (p, k, r, n) be a trajectory of roots of the trinomial equation z n = αz k + (1 − α),...
The authors discuss a method to get plane curves with many rational points and a construction to get...
AbstractWe study a family of stable curves defined combinatorially from a trivalent graph. Most of o...
In this article we study bases for projective monomial curves and the relationship between the basis...
Abstract. The behavior of norms of roots of univariate trinomials zs+t+pzt+q ∈ C[z] for fixed suppor...
This work is centered around the question How singular is a point on an algebraic or analytic varie...
AbstractStarting from a partition of PG(3,q) into normal rational curves, a family of ruled varietie...
The first Plücker formula from algebraic geometry gives the class of an algebraic curve in terms of ...
Let C be a monomial curve in three-dimensional projective space over an algebraically closed field K...
AbstractThe Hilbert–Kunz multiplicity, in characteristic p, of the homogeneous co-ordinate ring of t...
Certain nice trinomials have the projective linear groups as their Galois groups. This was proved us...
We study the Hilbert function of certain projective monomial curves. We determine which of our curve...
The main purpose of this paper is to study the behavior of the curves K(p, k, r, n). It will be show...
In the present work, we consider one category of curves denoted by L(p, k, r, n). These curves are c...
A monomial curve is a curve parametrized by monomials. The degree of the secant variety of a monomia...
Abstract Let N (p, k, r, n) be a trajectory of roots of the trinomial equation z n = αz k + (1 − α),...
The authors discuss a method to get plane curves with many rational points and a construction to get...
AbstractWe study a family of stable curves defined combinatorially from a trivalent graph. Most of o...
In this article we study bases for projective monomial curves and the relationship between the basis...
Abstract. The behavior of norms of roots of univariate trinomials zs+t+pzt+q ∈ C[z] for fixed suppor...
This work is centered around the question How singular is a point on an algebraic or analytic varie...
AbstractStarting from a partition of PG(3,q) into normal rational curves, a family of ruled varietie...
The first Plücker formula from algebraic geometry gives the class of an algebraic curve in terms of ...
Let C be a monomial curve in three-dimensional projective space over an algebraically closed field K...
AbstractThe Hilbert–Kunz multiplicity, in characteristic p, of the homogeneous co-ordinate ring of t...
Certain nice trinomials have the projective linear groups as their Galois groups. This was proved us...
We study the Hilbert function of certain projective monomial curves. We determine which of our curve...