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# Pierre Wantzel

- Gauss stated without proof that this condition was also necessary, but never published his proof. A full proof of necessity was given by
**Pierre Wantzel**in 1837.

**PIERRE**LAURENT**WANTZEL**.**PIERRE**LAURENT**WANTZEL**. BY PEOFESSOR FLORIAN CAJORI. (Read before the American Mathematical Society September 4, 1917.- www.ams.org
- A Brief History of Impossibility
- an angle or duplicating the cube using compass and straightedge? In 1837 an obscure.
- mathdl.maa.org
- Prof. Kahn
- mathematician
**Pierre Wantzel**about 180 years ago using algebraic methods. - www.math.cornell.edu
- MathLove MathTool Angle Trisector Introduction The Purpose of
- trisecting angles. In the 19th century,
**Pierre Wantzel**was the first to prove that trisecting an angle could not be solved with a ruler and compasses. - www.mathlove.com
- Polynomials and their application to ruler and compass constructions
- by
**Pierre Wantzel**(June 5, 1814 May 21, 1848), using the mathematical theory of fields and polynomials, along with properties of irreducible polynomials. - warwickmaths.org
- Angle trisection problem solved?
- The problem, as stated, is generally impossible to solve, as shown by
**Pierre Wantzel**(1837). **Pierre Wantzel**- Wikipedia, the free encyclopedia- en.wikipedia.org
**Wantzel**biography- www.gap-system.org
**Wantzel**summary**Pierre Wantzel**(1814-1848) Pierre Laurent Wantzel. 1814 - 1848.- www.gap-system.org
- Mathematician of the Week:
**Pierre Wantzel**« 360 - Jun 1, 2008
**Pierre Wantzel**was born on June 5, 1814, in Paris. - threesixty360.wordpress.com
**PIERRE**LAURENT**WANTZEL**.**PIERRE**LAURENT**WANTZEL**. BY PEOFESSOR FLORIAN CAJORI. (Read before the American Mathematical Society September 4, 1917.- www.ams.org

**
Pierre Wantzel
** is described in multiple online sources, as addition to our editors' articles, see section below for printable documents, Pierre Wantzel books and related discussion.

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