K= Q√ m |Theorems |algebraic number theory #7

Link of lecture 1
• Gaussian Integers| Alg...
Link of lecture 2
• Theorems |Gaussian int...
Link of lecture 3
• Q(w) |Theorem | Algebr...
Link of lecture 4
• Primitive polynomial |...
Link of lecture 5
• Quadratic field | K = ...
Link of lecture 6
K= Q(√m) quadratic field |Theorem|Algebraic Number Theory #6
• K= Q(√m) quadratic fie...
Link of lecture 7
• K= Q√ m |Theorems |alg...
Quadratic field Q√ m |Norm | unities |Algebraic number theory #8
• Quadratic field Q√ m |...
Link of lecture 9
Real and complex Euclidean Fields Q√ (-5) and Q√ 10 in which the fundamental theorem is false
• Real and complex Eucli...

[@hemambikam7939]

Mam discriminant and integral basis ke related theorems please explain ki jiye.Mam how to find the integral basis and discrim8nant of Q(root 3)?

[@AnilTiwary-o4p]

Mam if a is algebraic then Q(a)=Q[a] ese proof kr dijiye

[@prachi_]

Ok