Lefschetz zeta function: Difference between revisions

From formulasearchengine
Jump to navigation Jump to search
← Older edit
Minor formatting improvements
No edit summary
 
Line 1: Line 1:
In [[mathematics]], a [[Measure (mathematics)|measure]] is said to be '''saturated''' if every locally measurable set is also [[measurable]].<ref>Bogachev, Vladmir (2007). ''Measure Theory Volume 2''. Springer. ISBN 978-3-540-34513-8.</ref>  A set <math>E</math>, not necessarily measurable, is said to be '''locally measurable''' if for every measurable set <math>A</math> of finite measure, <math>E \cap A</math> is measurable. <math>\sigma</math>-finite measures, and measures arising as the restriction of [[outer measure]]s, are saturated.
Hello. Allow me introduce the writer. Her name is Refugia Shryock. One of the very best things in the world for him is to collect badges but he is having difficulties to find time for it. Supervising is my profession. Her spouse and her live in Puerto Rico but she will have to move one working day or an additional.<br><br>Here is my homepage - home std test ([http://www.neweracinema.com/tube/blog/181510 My Web Page])
 
==References==
{{reflist}}
 
[[Category:Measures (measure theory)]]
 
 
{{mathanalysis-stub}}

Latest revision as of 01:57, 28 February 2014

Hello. Allow me introduce the writer. Her name is Refugia Shryock. One of the very best things in the world for him is to collect badges but he is having difficulties to find time for it. Supervising is my profession. Her spouse and her live in Puerto Rico but she will have to move one working day or an additional.

Here is my homepage - home std test (My Web Page)

Retrieved from "https://en.formulasearchengine.com/index.php?title=Lefschetz_zeta_function&oldid=243917"