Need help in this field theory question which is related to splitting field
45302
Finding the $\mathbb{Q}$-automorphisms of the splitting field of $x^p-2$ over $\mathbb{Q}$.
148192
In a field that is the direct product of two fields, why isn't it a field?
7452
Splitting of primes in the compositum of fields
88658
Confusion regarding the principle of least action in Landau & Lifshitz "The Classical Theory of Fields"
49348
S. Weinberg, “The Quantum theory of fields: Foundations” (1995), Eq. (9.2.15)
140474
Why is Ext$(-;k) =0$ when $k$ is a field
144394
Order 2 elements in finite characteristic field
119832
Galois group of the splitting field of the polynomial $x^5 - 2$ over $\mathbb Q$
145561
About the additive group and the multiplicative group of a field
81550
Linking two theorems: on algebraic closure and on minimal splitting field
41050
Degree of the splitting field of $ x^3-5 $ over $\mathbb{Q}$
51612
Question About Notation In Field Theory $F(x)$ vs. $F[x]$
48873
Let $K$ be a field and $f(x)\in K[X]$ be a polynomial of degree $n$. And let $F$ be its splitting field. Show that $[F:K]$ divides $n!$.
131016
Question about Klein-Gordon field Lagrangian
151978
Splitting field of x^3-2 as a simple extension
38103
A No-Nonsense Introduction to Quantum Field Theory
6984
Inverting $a+b\sqrt{2}$ in the field $\Bbb Q(\sqrt{2})$