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New posts in determinant
Show that the Area of image = Area of object $\cdot |\det(T)|$? Where $T$ is a linear transformation from $R^2 \rightarrow R^2$
matrices
determinant
linear-transformations
area
Bound on the difference of two determinants
matrices
reference-request
determinant
Solving $D=\begin{vmatrix}a&\omega b&\omega^2c\\\omega^2b&c&\omega a\\\omega c&\omega^2a&b\end{vmatrix}$
matrices
complex-numbers
determinant
Determinant of an $n\times n$ complex matrix as an $2n\times 2n$ real determinant
matrices
complex-numbers
determinant
Elementary proof that if $A$ is a matrix map from $\mathbb{Z}^m$ to $\mathbb Z^n$, then the map is surjective iff the gcd of maximal minors is $1$
abstract-algebra
modules
determinant
integer-lattices
Relation between determinant and matrix rank
linear-algebra
matrices
determinant
matrix-rank
Is it always true that $\det(A^2+B^2)\geq0$?
linear-algebra
matrices
determinant
Volume of a pyramid as a determinant?
linear-algebra
determinant
Determinant of a generalized Pascal matrix
linear-algebra
combinatorics
matrices
determinant
Why is there no generalization of the determinant to infinite dimensional vector spaces?
linear-algebra
determinant
Computing determinant without expansion
linear-algebra
matrices
contest-math
determinant
why is the definition of the determinant so weird? [duplicate]
linear-algebra
determinant
Inverse of a Toeplitz matrix
linear-algebra
matrices
determinant
inverse
toeplitz-matrices
Is sum of two orthogonal matrices singular?
linear-algebra
matrices
determinant
orthogonal-matrices
Why does $\det (A)$ change sign when any $2$ columns of $A$ are interchanged?
linear-algebra
matrices
linear-transformations
determinant
multilinear-algebra
How to compute the determinant of this Toeplitz matrix?
linear-algebra
matrices
determinant
laplace-expansion
toeplitz-matrices
A triangle determinant that is always zero
geometry
trigonometry
contest-math
determinant
triangles
Determinant of matrix exponential?
matrices
eigenvalues-eigenvectors
determinant
Probability of a random $n \times n$ matrix over $\mathbb F_2$ being nonsingular
probability
combinatorics
matrices
finite-fields
determinant
Determinant of large matrices: there's GOTTA be a faster way
linear-algebra
matrices
determinant
numerical-linear-algebra
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