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Carlo Beenakker
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The article by J.-L. Dorier in On the Teaching of Linear Algebra suggests the answer to your question will be different for the UK and for continental Europe:

http://ilorentz.org/beenakker/MO/linearalgebra.png

In an attempt to answer your question more directly, I have searched for early University text books that introduce matrix multiplication. It was introduced in the context of the theory of determinants, to write the product of two determinants as a single determinant, in the text Corso di Analisi Algebrica from 1886. This is part 1 of the course, called "Introductory theories", so it may well have been intended for undergraduates.

http://ilorentz.org/beenakker/MO/algebra_course.png

The article by J.-L. Dorier in On the Teaching of Linear Algebra suggests the answer to your question will be different for the UK and for continental Europe:

http://ilorentz.org/beenakker/MO/linearalgebra.png

In an attempt to answer your question more directly, I have searched for early University text books that introduce matrix multiplication. It was introduced in the context of the theory of determinants, to write the product of two determinants as a single determinant, in the text Corso di Analisi Algebrica from 1886. This is part 1 of the course, called "Introductory theories", so it may well have been intended for undergraduates.

http://ilorentz.org/beenakker/MO/algebra_course.png

The article by J.-L. Dorier in On the Teaching of Linear Algebra suggests the answer to your question will be different for the UK and for continental Europe:


In an attempt to answer your question more directly, I have searched for early University text books that introduce matrix multiplication. It was introduced in the context of the theory of determinants, to write the product of two determinants as a single determinant, in the text Corso di Analisi Algebrica from 1886. This is part 1 of the course, called "Introductory theories", so it may well have been intended for undergraduates.

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Carlo Beenakker
  • 188.2k
  • 18
  • 448
  • 651

I would think the source to consult isThe article by J.-L. Dorier in On the Teaching of Linear Algebra by J.-L. Dorier. I can only read parts of it on Google Books, but here is one quote that suggests the answer to your question will be different for the UK and for continental Europe:

http://ilorentz.org/beenakker/MO/linearalgebra.png

In an attempt to answer your question more directly, I have searched for early University text books that introduce matrix multiplication. It was introduced in the context of the theory of determinants, to write the product of two determinants as a single determinant, in the text Corso di Analisi Algebrica from 18861886. This is part 1 of the course, called "Introductory theories", so it may well behave been intended for undergraduates.

http://ilorentz.org/beenakker/MO/algebra_course.png

I would think the source to consult is On the Teaching of Linear Algebra by J.-L. Dorier. I can only read parts of it on Google Books, but here is one quote that suggests the answer to your question will be different for the UK and for continental Europe:

http://ilorentz.org/beenakker/MO/linearalgebra.png

In an attempt to answer your question more directly, I have searched for early University text books that introduce matrix multiplication. It was introduced in the context of the theory of determinants, to write the product of two determinants as a single determinant, in the text Corso di Analisi Algebrica from 1886. This is part 1 of the course, so it may well be intended for undergraduates.

The article by J.-L. Dorier in On the Teaching of Linear Algebra suggests the answer to your question will be different for the UK and for continental Europe:

http://ilorentz.org/beenakker/MO/linearalgebra.png

In an attempt to answer your question more directly, I have searched for early University text books that introduce matrix multiplication. It was introduced in the context of the theory of determinants, to write the product of two determinants as a single determinant, in the text Corso di Analisi Algebrica from 1886. This is part 1 of the course, called "Introductory theories", so it may well have been intended for undergraduates.

http://ilorentz.org/beenakker/MO/algebra_course.png
added 475 characters in body
Source Link
Carlo Beenakker
  • 188.2k
  • 18
  • 448
  • 651

I would think the source to consult is On the Teaching of Linear Algebra by J.-L. Dorier. I can only read parts of it on Google Books, but here is one quote that suggests the answer to your question will be different for the UK and for continental Europe:

http://ilorentz.org/beenakker/MO/linearalgebra.png

In an attempt to answer your question more directly, I have searched for early University text books that introduce matrix multiplication. It was introduced in the context of the theory of determinants, to write the product of two determinants as a single determinant, in the text Corso di Analisi Algebrica from 1886. This is part 1 of the course, so it may well be intended for undergraduates.

I would think the source to consult is On the Teaching of Linear Algebra by J.-L. Dorier. I can only read parts of it on Google Books, but here is one quote that suggests the answer to your question will be different for the UK and for continental Europe:

http://ilorentz.org/beenakker/MO/linearalgebra.png

I would think the source to consult is On the Teaching of Linear Algebra by J.-L. Dorier. I can only read parts of it on Google Books, but here is one quote that suggests the answer to your question will be different for the UK and for continental Europe:

http://ilorentz.org/beenakker/MO/linearalgebra.png

In an attempt to answer your question more directly, I have searched for early University text books that introduce matrix multiplication. It was introduced in the context of the theory of determinants, to write the product of two determinants as a single determinant, in the text Corso di Analisi Algebrica from 1886. This is part 1 of the course, so it may well be intended for undergraduates.

Source Link
Carlo Beenakker
  • 188.2k
  • 18
  • 448
  • 651
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