Fundamental Discriminant

is a fundamental discriminant if is a Positive Integer which is not Divisible by anysquare of an Odd Prime and which satisfies or .

References

Atkin, A. O. L. and Morain, F. ``Elliptic Curves and Primality Proving.'' Math. Comput. 61, 29-68, 1993.

Borwein, J. M. and Borwein, P. B. Pi & the AGM: A Study in Analytic Number Theory and Computational Complexity. New York: Wiley, p. 294, 1987.

Cohn, H. Advanced Number Theory. New York: Dover, 1980.

Dickson, L. E. History of the Theory of Numbers, Vols. 1-3. New York: Chelsea, 1952.

• Excentral Triangle
• Excess
• Excess Coefficient
• Excessive Number
• Excircle
• Excision Axiom
• Excluded Middle Law
• Excludent
• Excludent Factorization Method
• Exclusive Or
• Exeter Point
• Exhaustion Method
• Existence
• Existential Closure
• Exists
• Exmedian
• Exmedian Point
• Exogenous Variable
• Exotic R4
• Exotic Sphere
• Exp
• Expansion
• Expansive
• Expectation Value
• Experimental Design