This introductory textbook for a graduate course in pure mathematics provides a gateway into the two difficult fields of algebraic geometry and commutative algebra. Algebraic geometry, supported ...

Algebraic geometry is a classical subject, which in its modern form is described by scheme theory. The course provides an introduction to the theory of sheaves and schemes, and how the geometry of ...

Algebraic geometry is a classical subject with a modern face that studies geometric objects defined by polynomial equations in several variables. The course introduces the basic objects in algebraic ...

The theory of totally disconnected locally compact (t.d.l.c.)~groups has advanced considerably in recent years. Lie groups over the valued fields ℚ p of p-adic numbers and 𝔽 q ((X)) of formal Laurent ...

Abstract:-Basic theorems of algebraic geometry are applied to prove some pole-placement theorems, including an improved version of pole placement with output feedback. Examples are given which show ...

Algebraic geometry in a traditional and fast developing research area in east Asia. There were many world leading algebraic geometers and there are remarkably increasing active mathematicians in the ...

I am an Eccellenza assistant professor of mathematics at the University of Geneva and a CNRS researcher (on leave). Before that, I was a CNRS researcher at the Institut Camille Jordan (ICJ), ...

Earlier this month the Mathematics Institute at Uppsala University hosted a conference called Categorification in Algebra and Topology, clearly a theme close to our collective heart. As yet there are ...

AC System,High Voltage Direct Current,Power System,Steady-state Value,Adjacent Lines,Fault Scenarios,Fault Zone,Kalman Filter,Linear Quadratic Gaussian,Linear Quadratic Regulator,Model Predictive ...

Oct 6, 2025 I’m trying to better characterize two maximal subgroups of the group of automorphisms of the exceptional Jordan algebra, whose intersection is the Standard Model gauge group.