# The Mathematics of Mathematics Houses (The Snaky Connection)

```@article{Karamzadeh2012TheMO,
title={The Mathematics of Mathematics Houses (The Snaky Connection)},
author={O. A. S. Karamzadeh},
journal={The Mathematical Intelligencer},
year={2012},
volume={34},
pages={46-52}
}```
• Published 2 November 2012
• Mathematics
• The Mathematical Intelligencer
from scientists, historians, anthropologists, and others. T he first mathematics house in Iran was established in Isfahan in 1999 to inform the young students in this great historical and cultural city about the history, the beauty, the importance, and the applications of mathematics. It did this by familiarizing these young people with various mathematical sciences beyond the classroom, through observations, collaborations, and so forth, including teamwork with their teachers or other scholars… Expand
1 Citations
Is The Mystery of Morley’s Trisector Theorem Resolved?
In this paper we discuss with some reasons why the above possible mystery in the title is resolved. In particular, we prove Morley’s Theorem is, in fact, a natural consequence of an overlooked simpleExpand

#### References

SHOWING 1-10 OF 21 REFERENCES
The Persian Tarof in Mathematics
I was prevailed upon by my colleague’s recent brief proof of the AM-GM inequality in [1], to give some comments on this proof. In my opinion this proof should not just be considered as another simpleExpand
The lehmus inequality
AbstractThe cubic polynomial \$\$\Gamma = abc - (b + c - a)(c + a - b)(a + b - c) = \Sigma a^3 - \Sigma b^2 c + 3abc\$\$ has been found to arise in two entirely different contexts, both somewhat relatedExpand
One-Line Proof of the AM-GM Inequality
x1x2 xn n p (all xi [ 0). This is perhaps the best known and most useful nontrivial inequality in mathematics, with a large number of interesting proofs in the literature. A very clever proof of thisExpand
Notes on Geometry
I: Euclidean Geometry.- The Linear Groups.- The Relationship Between O(n) and GL(n,R).- Affine Subspaces and Affine Independence.- Isometries of Rn.- Isometries of R2.- Isometries of R3.- SomeExpand
Introduction to Geometry
Triangles. Regular Polygons. Isometry in the Euclidean Plane. Two--Dimensional Crystallography. Similarity in the Euclidean Plane. Circles and Spheres. Isometry and Similarity in Euclidean Space.Expand
Challenging mathematics in and beyond the classroom : the 16th ICMI study
• Computer Science, Mathematics
• 2009
This book discusses the challenges faced by teachers and students in the classroom in relation to mathematics, and the curriculum and assessment that provide challenge. Expand
Deux ex machina
Commande des Symphony Orchestras of Charlotte, Nashville, New Jersey, Syracuse et du Rochester Philharmonic. - Date de composition : 2007. - 1re execution : Charlotte (Caroline du Nord) : 16 marsExpand
Les défis de l’enseignement des mathématiques dans la scolarité de base
• Annexe 10, Paris: UNESCO
• 2011