Morrie's Law
This identity was referred to by Feynman (Gleick 1992). It is a special case of the general identity
with
and 
(Beyer et al. 1996).
References
Anderson, E. C. ``Morrie's Law and Experimental Mathematics.'' To appear in J. Recr. Math. Beyer, W. A.; Louck, J. D.; Zeilberger, D. ``A Generalization of a Curiosity that Feynman Remembered All His Life.'' Math. Mag. 69, 43-44, 1996. Gleick, J. Genius: The Life and Science of Richard Feynman. New York: Pantheon Books, p. 47, 1992.
- Bernoulli Differential Equation
- Bernoulli Distribution
- Bernoulli Function
- Bernoulli Inequality
- Bernoulli Lemniscate
- Bernoulli Number
- Bernoulli Polynomial
- Bernoulli's Paradox
- Bernoulli's Theorem
- Bernoulli Trial
- Bernstein-Bézier Curve
- Bernstein Minimal Surface Theorem
- Bernstein Polynomial
- Bernstein's Constant
- Bernstein's Inequality
- Bernstein's Polynomial Theorem
- Bernstein-Szegö Polynomials
- Berry-Osseen Inequality
- Berry Paradox
- Bertelsen's Number
- Bertini's Theorem
- Bertrand Curves
- Bertrand's Paradox
- Bertrand's Postulate
- Bertrand's Problem