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When is a series convergent
Suppose we have a divergent series $\sum_{n=1}^\infty a_n$ such that $a_n > 0, a_n = o(1)$
It is clear that for any $\varepsilon>0$ there exists an $N$ such that $a_nN$.
My question: Is it true that there exists an $N$ such that if for every $N$ we find a $M>N$ such that $a_nQ:
How to save bundle resource to phone memory in android?
I have app with bundle resource.
While installing on android phone for first time, application need to download that resources from server.
If we will change some of Bundle resource on server, when we will install application again, that resource will load from server again.
But because application is downloaded from server, it is not in phone memory, instead that resources are in “app” folder of phone.
How we can save bundle resource to phone memory in android so that when we will download again that bundle resource, it will not hit the server to download it again?
A:
A common way to do it is to zip the downloaded file when you store it in a cache directory. For example, you can have a directory called cache. Inside it, you create a directory for a single zip.
On application start, you can zip the files, and then open this zip.
If it is in phone memory, it will be faster to just open it.
Q:
How to get a styled TextView to support ListView’s populating items
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