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about
sameAs
P185
The density of discriminants of quartic rings and fieldsOn a notion of “Galois closure” for extensions of ringsTernary cubic forms having bounded invariants, and the existence of a positive proportion of elliptic curves having rank 0The density of discriminants of quintic rings and fieldsThe Factorial Function and GeneralizationsHigher composition laws I: A new view on Gauss composition, and quadratic generalizationsHigher composition laws II: On cubic analogues of Gauss compositionHigher composition laws III: The parametrization of quartic ringsHigher composition laws IV: The parametrization of quintic ringsBinary quartic forms having bounded invariants, and the boundedness of the average rank of elliptic curves
P50
P802
description
Canadees wiskundige
@nl
Indo-Canadian mathematician
@en
Indo-Canadian mathematician
@ml
canadisk matematiker
@da
kanadai matematikus
@hu
kanadensisk matematiker
@sv
kanadischer Mathematiker
@de
kanadisk matematikar
@nn
kanadisk matematiker
@nb
matematico canadese
@it
name
Manjul Bhargava
@ast
Manjul Bhargava
@ca
Manjul Bhargava
@cs
Manjul Bhargava
@cy
Manjul Bhargava
@da
Manjul Bhargava
@de
Manjul Bhargava
@en
Manjul Bhargava
@es
Manjul Bhargava
@fi
Manjul Bhargava
@fr
type
label
Manjul Bhargava
@ast
Manjul Bhargava
@ca
Manjul Bhargava
@cs
Manjul Bhargava
@cy
Manjul Bhargava
@da
Manjul Bhargava
@de
Manjul Bhargava
@en
Manjul Bhargava
@es
Manjul Bhargava
@fi
Manjul Bhargava
@fr
altLabel
Bhargava
@de
M. Bhargava
@nl
Manjul Bhargava
@ml
Бхаргава, Манджул
@ru
മഞ്ജുൽ ഭാർഗവ
@ml
മൻജൂൾ ഭാർഗവ
@ml
prefLabel
Manjul Bhargava
@ast
Manjul Bhargava
@ca
Manjul Bhargava
@cs
Manjul Bhargava
@cy
Manjul Bhargava
@da
Manjul Bhargava
@de
Manjul Bhargava
@en
Manjul Bhargava
@es
Manjul Bhargava
@fi
Manjul Bhargava
@fr