Question

Difference between matrix analysis and linear algebra

Answer 1

Answer:

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Step-by-step explanation:

➡️linear algebra: Linear algebra deals with linear spaces, and related concepts.

➡️ matrix:

Matrices and vectors are representations of linear spaces and actual vectors. They denote appropriate entities only when the bases are chosen. Linear algebraic techiques are sometimes useful even when particular representation is not specified....

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Answer 2

Matrix theory is the specialization of linear algebra to the case of finite dimensional vector spaces and doing explicit manipulations after fixing a basis. ... All these topics have linear algebra at their heart, or, rather, "is" indeed linear algebra