1 citations · 1 across the 4 of their papers we have counts for
5 papers
Rational Degree Algebraic Geometry
Harpreet Singh Bedi
Elementary Algebraic Geometry can be described as study of zeros of polynomials with integer degrees, this idea can be naturally carried over to `polynomials' with rational degree.…
Formal Schemes of Rational Degree
Harpreet Singh Bedi
Non notherian Formal schemes of perfectoid type (for example along with its multivariate version) with rational degree…
Perfectoid Tate Curve
Harpreet Bedi
Perfectoid versions of Abel Jacobi and Reimann Roch Theorem are proved, and perfectoid Elliptic Curve is constructed. A Perfectoid Tate Curve is defined and its cohomology computed…
Vector Bundles over Projectivoid Line
Harpreet Singh Bedi
In this article we describe vector bundles over projectivoid line and show how it is similar to (and different) from Gorthendieck's classification of vector bundles over projective…
Geometry of Projective Perfectoid and Integer Partitions
Harpreet Bedi
Line bundles of rational degree are defined using Perfectoid spaces, and their co-homology computed via standard Čech complex along with Kunneth formula. A new concept of `braided…