# Gauss, Eisenstein, and the "Third" Proof of the Quadratic Reciprocity Theorem: Ein kleines Schauspiel

## Related Articles

- Orbits of asteroids, a braid, and the first link invariant. Gray, Jeremy; Epple, Moritz // Mathematical Intelligencer;Winter98, Vol. 20 Issue 1, p45
Discusses Carl Friedrich Gauss' work on geometria situs and geometria magnitudinis, otherwise known as topology. Information on Gauss' formula on his work; Reference to the crucial laws of electromagnetic induction; Gauss' breakthrough in astronomy.

- Gaussian curve graces banknote. Dickman, S. // Nature;4/25/1991, Vol. 350 Issue 6320, p647
Depicts the new German 10-mark banknote that honors the German mathematician and astronomer Carl Friedrich Gauss (1777-1855). The note features the gaussian distribution as well as a portrait of Gauss.

- Gauss (1777-1855). // Monkeyshines on Math, Money, & Banking;2002, p57
Pays tribute to German mathematician Carl Friederich Gauss, who died in 1855.

- Outstanding Discoveries. // Chemical Business;Feb2010, Vol. 24 Issue 2, p19
A biography of German mathematician and scientist Johann Carl Friedrich Gauss is presented. He was born in Brunswick on April 30, 1777 to working class parents. At the age of 10, he first exhibited his mathematical skills when he was the first to pass an assignment at a mathematics class that...

- QUICK THINKING OR JUST A GOOD GAUSS? // World Almanac for Kids;2004, p177
The article looks at mathematician Carl Friedrich Gauss. One of the most famous mathematicians in history was Carl Friedrich Gauss. There is a story that when Gauss was just starting school, his teacher wanted to keep the students busy so he gave them what he thought was a hard--or at least...

- New exposition of Gauss- final justification of least squares. SHEYNIN, OSCAR // Mathematical Scientist;Dec2012, Vol. 37 Issue 2, p147
A letter to the editor is presented related to the least squares theory by Carl Friedrich Gauss.

- Gauss's lemma Mathematics. // Dictionary of Theories;2002, p223
A definition of the term "Gauss's lemma" is presented. It is a mathematical term named after German mathematician and astronomer Carl Friedrich Gauss. It is the result that if a polynomial with integer coefficients has a factorization over the rationals, then it has a factorization over the...

- Gaussian Guesswork. Rice, Adrian // Math Horizons;Nov2009, p12
The article focuses on the mathematical discoveries of German mathematician Carl Friedrich Gauss on numbers such as the form of average, the value of an elliptic integral, and the ratio of the circumference of a circle to its diameter. It mentions that his discovery teaches a moral lesson that...

- A cognitive approach to SUFF1-SUFF2 combinations: A tribute to Carl Friedrich Gauss. Manova, Stela // Word Structure;Oct2011, Vol. 4 Issue 2, p272
This article discusses the further derivation of already derived words. With the help of a problem-solving strategy (Gauss-Jordan elimination) borrowed from mathematics, a solution to the suffix order puzzle is suggested. It is shown that there is a systematic relationship between a derived base...