New posts in minimal-polynomials

If $A$ is a matrix such that $A^T = A^2$, what are eigenvalues of $A$?

Why is $\mathbb{Q}(\operatorname{exp}(\frac{2\pi i}{5}))$ a field extension of degree four not five?

Minimal polynomial of $T(X)=A^{-1}XA$

How to efficiently compute the minimal polynomial of a number expressed in radicals?

How to find all field homomorphisms $\mathbb Q(\sqrt(5+ \sqrt 5 ) \rightarrow \mathbb C$

Determine the minimal polynomial of $\sqrt 3+\sqrt 5$

Find the minimal polynomial for $\sqrt[3]{2} + \sqrt[3]{4}$ over $\mathbb{Q}$

Show $\mathbb{Q}( \sqrt{5},\sqrt{7} ) = \mathbb{Q}( \sqrt{5} + \sqrt{7} )$

Characteristic Polynomial of Restriction to Invariant Subspace Divides Characteristic Polynomial

Relation between AB and BA

Minimum polynomial of $\sqrt{2} + \sqrt[3]{5}$ above $\mathbb{Q}$ (and a generalization)

Find a polynomial $P_{n}\in{\mathbb{C}[X]}$ such as $S_{n}=\ker P_{n}(D)$

If $A$ is a $5 \times 5$ complex matrix with $A^4=A^2 \neq A$, then what are its possible minimal polynomials?

Are there uncountably many $A\in M_3 (\mathbb {R})$ such that $A^8=I $?

Field extensions of finite degree and primitive elements

Minimal polynomial of restriction to invariant subspace divides minimal polynomial

What is the exact value of the radius in the Six Disks Problem?

Calculate minimal polynomial of a matrix

Minimal Polynomial of $\sqrt{2}+\sqrt{3}+\sqrt{5}$

Minimal polynomial for T is a product of distinct linear factors