Rand al'Thor

115

Reputation

78 views

Registered User

Name	Rand al'Thor
Member for	1 year
Seen	May 10 at 7:23
Website
Location
Age

stats recent reputation favorites

Questions

votes newest views recent

votes

answer

294

views

Independent generic/general points over some prime field

dec 24 at 15:39 ayanta 528●2●9

votes

answers

218

views

Inductive proof of a version of Nakayama’s lemma

ac.commutative-algebra modules

may 21 12 at 17:49 David White 4,860●1●20●27

votes

answer

246

views

Noether Normalization in $\mathbb{C}[[x_1,…,x_n]]$

abstract-algebra ac.commutative-algebra

apr 20 12 at 6:29 Rand al'Thor 115●4

votes

answers

163

views

2 questions on Nagata’s counterexample; $k[f_1,…,f_r]=k[g_1,…,g_s]$ vs. $k(f_1,…,f_r)=k(g_1,…,g_s)$

ac.commutative-algebra ra.rings-and-algebras group-actions

dec 15 at 10:22 Rand al'Thor 115●4

votes

answers

198

views

Existence of square roots in the power series ring over the complex numbers

ac.commutative-algebra power-series

jun 20 at 6:41 Rand al'Thor 115●4

Answers

Votes

Badges

● Editor

Rand al'Thor

Account Recovery

Registered User

Questions

Independent generic/general points over some prime field

Inductive proof of a version of Nakayama’s lemma

Noether Normalization in $\mathbb{C}[[x_1,…,x_n]]$

2 questions on Nagata’s counterexample; $k[f_1,…,f_r]=k[g_1,…,g_s]$ vs. $k(f_1,…,f_r)=k(g_1,…,g_s)$

Existence of square roots in the power series ring over the complex numbers

Answers

Votes

Tags

Badges