Bernoulli Numbers: Development and Applications

Lee, Kristara (2011) Bernoulli Numbers: Development and Applications. [Abstract]

Full text not available from this repository.


Sums of powers of integers arise in integration and in areas of probability. Patterns within these sums of powers gave rise to a series of numbers named Bernoulli Numbers. These numbers are useful in determining other closed forms of sums of powers as well as in determining certain probabilities.

Item Type: Abstract
Created by Student or Faculty: Student
Additional Information: 6th Annual Natural & Behavioral Sciences Undergraduate Research Symposium Program
Uncontrolled Keywords: Bernoulli Numbers, Integers, Probability Theory, Numerical Functions, Distribution (probability Theory), Mathematics
Subjects: School of Natural and Behavioral Sciences > Mathematics
NBS Symposium
Depositing User: Alejandro Marquez
Date Deposited: 26 Jun 2013 14:10
Last Modified: 26 Jun 2013 14:10

© FortWorks - powered by EPrints 3 - sponsored and maintained by the John F. Reed Library at Fort Lewis College