Md. Ali Zinna

activity

20162025

most citedUnimodular Elements in Projective Modules and an analogue of a result of Mandal

1 citations · 1 across the 7 of their papers we have counts for

collaborators

Showing 2017Show all

3 papers · 1 filter

math.AC2017

Euler cycles and Mennicke symbols

Mrinal Kanti Das, Soumi Tikader, Md. Ali Zinna

Let $R$ be a smooth affine domain of dimension $d \geq 2$ over an infinite perfect field $k$ . We establish a morphism from the Euler class group $E^{d} (R)$ to $U m_{d + 1} (R) / E_{d + 1} (R)$ …

math.AC2017

$P^{1}$ -gluing for local complete intersections

Mrinal Kanti Das, Soumi Tikader, Md. Ali Zinna

We prove an analogue of the Affine Horrocks' Theorem for local complete intersection ideals of height $n$ in $R [T]$ , where $R$ is a regular domain of dimension $d$ , which is essent…

math.AC2017

From Euler class groups to Mennicke symbols and a monic inversion principle

Mrinal Kanti Das, Soumi Tikader, Md. Ali Zinna

Let $R$ be a regular domain of dimension $d \geq 2$ which is essentially of finite type over an infinite perfect field $k$ . We compare the Euler class group $E^{d} (R)$ with the van de…

Euler cycles and Mennicke symbols

P1-gluing for local complete intersections

From Euler class groups to Mennicke symbols and a monic inversion principle

$P^{1}$ -gluing for local complete intersections