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Pythagorean dietetics

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Keen, Veronica F., Keen, Veronica F.
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Partitioning Pythagorean Triangles Using Pythagorean Angles

The College Mathematics Journal, 2012
SummaryInside any Pythagorean right triangle, it is possible to find a point M so that drawing segments from M to each vertex of the triangle yields angles whose sines and cosines are all rational. This article describes an algorithm that generates an infinite number of such points.
Carl Swenson, André Yandl
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Pythagoreanism

2018
Pythagoreanism refers to a Greek religious-philosophical movement that originated with Pythagoras in the sixth century bc. Although Pythagoreanism in its historical development embraced a wide range of interests in politics, mysticism, music, mathematics and astronomy, the common denominator remained a general adherence among Pythagoreans to the name ...
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Pythagorean Triples

The Mathematics Teacher, 1986
If a class of students completing a course in plane geometry is asked to cite a few examples of primitive Pythagorean triples (those whose greatest common divisor is 1), their answers can be assumed to be 3, 4, 5; 5, 12, 13; 8. 15, 17: and 7, 24, 25.
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Pythagorean Triangles

The Fibonacci Quarterly, 1975
Wegener, Delano P., Wehlen, Joseph A.
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Pythagorean Numbers

The Mathematics Teacher, 1974
This article shows a simple method for finding the sets of integers that are the measures of sides of right triangles. It provides a method for the geometry teacher or students to generate right triangles.
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Pythagorean Cuts

Convergence, 2015
Martin Bonsangue, Harris Schultz
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Pythagoreanism, meaning and the appeal to number

New Ideas in Psychology, 2006
Henderikus J Stam
exaly  

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