J. Cimprivc

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20162021

most citedA nullstellensatz for linear partial differential equations with polynomial coefficients

3 citations · 3 across the 2 of their papers we have counts for

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math.RA2021

Prime and semiprime submodules of $R^{n}$ and a related Nullstellensatz for $M_{n} (R)$

Jaka Cimprič

Let $R$ be a commutative ring with $1$ and $n$ a natural number. We say that a submodule $N$ of $R^{n}$ is semiprime if for every $f = (f_{1}, \dots, f_{n}) \in R^{n}$ such that $f_{i} f \in N$ …

math.RA2016★ 3 cited

A nullstellensatz for linear partial differential equations with polynomial coefficients

Jaka Cimprič

In this paper an equation means a homogeneous linear partial differential equation in $n$ unknown functions of $m$ variables which has real or complex polynomial coefficients. The…

Prime and semiprime submodules of Rn and a related Nullstellensatz for Mn​(R)

A nullstellensatz for linear partial differential equations with polynomial coefficients

Prime and semiprime submodules of $R^{n}$ and a related Nullstellensatz for $M_{n} (R)$