Document Type
Thesis
Date of Award
1975
Abstract
In the study of Real Analysis one problem which is often presented is to show that for x > 0, the sequence ✓x, √x + √x, ..., converges to a limit function and to determine the limit function. Since the limit function may be expressed as the positive solution of a quadratic equation, a question arises as to the behavior of similar sequences with radicals of degree greater than two.
ProQuest Publication Number
ISBN
9798342724777
Recommended Citation
Cooper, Eugene Pinkston, "The Convergence of a Sequence of Functions Defined by Radicals." (1975). All ETDs from UAB. 7016.
https://digitalcommons.library.uab.edu/etd-collection/7016
COinS
Comments
MS - Master of Science/Master of Surgery; ProQuest publication number 31751936