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Cramer's Rule is due to Cramer

The author reviews the evidence of authorship of Cramer`s Rule and comes to the conclusion stated in the title of the paper.

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Gram-Schmidt Orthogonalization:100 Years and More

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Classroom Capsules and Notes for History of Linear Algebra in Linear Algebra

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Special Issue on Linear Algebra, The College Math Journal, vol. 24 (Jan 1993)

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“The Growing Importance of Linear Algebra in Undergraduate Mathematics”, The...

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Hermann Grassmann and the Creation of Linear Algebra

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Gauss-Jordan Reduction: A Brief History

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Matrices, Continued Fractions, and Some Early History of Iteration Theory

Continued fractions of the form \( \frac{1}{1 + \frac{c}{1 + \frac{c}{ 1 +\ddots}}}  \) are analyzed using linear algebra and iteration theory.  The continued fractions of interest are closely related...

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Cramer's Rule is due to Cramer

The author reviews the evidence of authorship of Cramer`s Rule and comes to the conclusion stated in the title of the paper.

View Article


Gram-Schmidt Orthogonalization:100 Years and More

View Article

Classroom Capsules and Notes for History of Linear Algebra in Linear Algebra

View Article

Special Issue on Linear Algebra, The College Math Journal, vol. 24 (Jan 1993)

View Article

“The Growing Importance of Linear Algebra in Undergraduate Mathematics”, The...

View Article


Hermann Grassmann and the Creation of Linear Algebra

View Article

Gauss-Jordan Reduction: A Brief History

View Article


Matrices, Continued Fractions, and Some Early History of Iteration Theory

Continued fractions of the form \( \frac{1}{1 + \frac{c}{1 + \frac{c}{ 1 +\ddots}}}  \) are analyzed using linear algebra and iteration theory.  The continued fractions of interest are closely related...

View Article
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