Concept
Detroit
Related lectures (31)
Algebra of Matrices: Properties and Fields
Covers the properties of the algebra of matrices and related concepts.
Advanced Linear Algebra
Covers advanced topics in linear algebra, including finite fields, invertible matrices, and vector spaces.
Determinants of Matrices: Properties and Applications
Explores the properties and applications of determinants of matrices in linear algebra.
Multilinear Forms: Notation & Applications
Covers multilinear forms in n variables over a k-vector space, emphasizing notation and applications.
Injective Morphisms in Mathematics
Introduces injective morphisms and vector spaces with examples and verification methods.
Rank of the Dual Map: Theorem 7.6
Explores Theorem 7.6 on the rank of the dual map in linear applications and delves into matrices and scalar matrices.
Determinants: Symmetric Formulas and Properties
Explores symmetric formulas and properties of determinants, including invertibility and matrix calculations.
Advanced Linear Algebra: Matrices Conjugation and Equivalence
Explores matrices conjugation, equivalence, and similarity in advanced linear algebra.
Matrix Operations: Linear Forms and Bases
Covers matrix operations, linear forms, and bases in mathematics, emphasizing their significance.
Linear Applications: Kernel-Image Theorem
Explores the Kernel-Image Theorem, bijectivity conditions, linear forms, and surjectivity in linear algebra.