FACULTY FEATURE ARTICLE 6

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Date: 2009-04-04 23:08:18 Euclidean geometry Triangles Number theory Diophantine equations Pythagorean triple Congruent number Rational point Pythagorean theorem Triangle Mathematics Geometry Triangle geometry		FACULTY FEATURE ARTICLE 6 Add to Reading List Source URL: www.thehcmr.org Download Document from Source Website File Size: 390,35 KB Share Document on Facebook

	MATH CIRCLE - ELLIPTIC CURVES WEEK 3 SAM LICHTENSTEIN Today we reviewed the congruent number problem and how it becomes a problem about finding rational points on an elliptic curve. After drawing the real locus (the poin DocID: 1uaG5 - View Document
	Executive Summary of Geology Graduate Mid-Term Review (SpringGeology currently has 32 graduate students, slightly higher than 3 years ago, congruent with our slightly higher number of facultyFTE). Until re DocID: 1tIPD - View Document
	On the Number of Congruent Simplices in a Point Set Pankaj K. Agarwaly Micha Sharirz April 26, 2002 DocID: 1r4Oa - View Document
	E - number of edges V - number of vertices F - number of faces Platonic Solids are solids whose faces are congruent regular polygons. The same DocID: 1nFjE - View Document
	TATE-SHAFAREVICH GROUPS OF THE CONGRUENT NUMBER ELLIPTIC CURVES Ken Ono Abstract. Using elliptic modular functions, Kronecker proved a number of recurrence relations for suitable class numbers of positive binary quadrati DocID: 1ntcl - View Document