M. A. Khadam

collaborators

5 papers

math.AG2019

Secant varieties of toric varieties arising from simplicial complexes

M. Azeem Khadam, Mateusz Michałek, Piotr Zwiernik

Motivated by the study of the secant variety of the Segre-Veronese variety we propose a general framework to analyze properties of the secant varieties of toric embeddings of affin…

math.AC2019

A criterion of Cohen Macaulayness of the form module

M. Azeem Khadam

Let $q$ be an ideal of a Noetherian local ring $(A, m)$ and $M$ a non-zero finitely generated $A$ -module. We present a criterion of Cohen-Macaulayness of the f…

math.CV2019

Homogeneous principal bundles over manifolds with trivial logarithmic tangent bundle

Hassan Azad, Indranil Biswas, M. Azeem Khadam

Winkelmann considered compact complex manifolds $X$ equipped with a reduced effective normal crossing divisor $D \subset X$ such that the logarithmic tangent bundle $TX(-\log D…

math.AC2017

About multiplicities and applications to Bezout numbers

M. Azeem Khadam, Peter Schenzel

Let $(A, m, k)$ denote a local Noetherian ring and $q$ an ideal such that $ℓ_{A} (M / q M) < \infty$ for a finitely generated $A$ -module $M$ . Let $\…

math.AC2017

On Regular Sequences in the Form Module with Applications to Local Bézout Inequalities

M. Azeem Khadam

Let $q$ denote an ideal in a Noetherian local ring $(A, m)$ . Let $a = a_{1}, \dots, a_{d} \subset q$ denote a system of parameters in a finitel…