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Eigenvalues Of The Mean Sigma And Weighted Mean Integral Operators Related To A Gronwall Inequality., Jeffrey R. Kroll
Eigenvalues Of The Mean Sigma And Weighted Mean Integral Operators Related To A Gronwall Inequality., Jeffrey R. Kroll
Student Work
In their paper, Schmaedeke and Sell have established a Gronwall inequality which holds for the Stieiltjes mean sigma and Dushnik iptegrals. In Chapter 2, we shall investigate an eigenvalue problem related to the Gronwall inequality for the Stieltjes mean sigma integral. In Chapter 3, we shall extend the results in [1] to the weighted refinement Stieltjes integral introduced by F. M. Wright and J. D. Baker [2].
Some Results Of Generalized Limits., Suzanne R. Neu
Some Results Of Generalized Limits., Suzanne R. Neu
Student Work
In 1915 E.H. Moore introduced the following extension of the calculus limit. If D is a set of general elements p and G is the set of all finite classes s of Elements p, then a number-valued function f = (f(s)/s) on the domain S converges to a number a if a positive implies there exists se in G such that scc implies |f(s) -a|