In this paper the online pull-based broadcast model is considered. In this model, there are n pages of data stored at a server and requests arrive for pages online. When the server broadcasts page p, all outstanding requests for the same page p are simultaneously satisfied. We consider the problem of minimizing average (total) flow time online where all pages are unit-sized. For this problem, there has been a decade-long search for an online algorithm which is scalable, i.e. (1 + )-speed O(1)-competitive for any fixed > 0. In this paper, we give the first analysis of an online scalable algorithm.
We consider online algorithms for pull-based broadcast scheduling. In this setting there are n pages...
This dissertation focuses on scheduling problems that are found in a client-server setting where mul...
We address the scheduling model of arbitrary speed-up curves and the broadcast scheduling model. The...
In this paper the online pull-based broadcast model is considered. In this model, there are n pages ...
In this paper the online pull-based broadcast model is considered. In this model, there are n pages ...
In the classic broadcast scheduling problem, there are n pages stored at a server, and requests for ...
In the classic broadcast scheduling problem, there are n pages stored at a server, and requests for ...
In the classic broadcast scheduling problem, there are n pages stored at a server, and requests for ...
In the classic broadcast scheduling problem, there are n pages stored at a server, and requests for ...
In the classical broadcast scheduling problem, there are n pages stored at a server, and requests fo...
In the classical broadcast scheduling problem, there are n pages stored at a server, and requests fo...
In the classical broadcast scheduling problem, there are n pages stored at a server, and requests fo...
We study the off-line broadcast scheduling problem to minimize total (or average) flow time. Assume ...
In this thesis we study scheduling problems that occur in the client server setting. In this settin...
We consider online algorithms for pull-based broadcast scheduling. In this setting there are n pages...
We consider online algorithms for pull-based broadcast scheduling. In this setting there are n pages...
This dissertation focuses on scheduling problems that are found in a client-server setting where mul...
We address the scheduling model of arbitrary speed-up curves and the broadcast scheduling model. The...
In this paper the online pull-based broadcast model is considered. In this model, there are n pages ...
In this paper the online pull-based broadcast model is considered. In this model, there are n pages ...
In the classic broadcast scheduling problem, there are n pages stored at a server, and requests for ...
In the classic broadcast scheduling problem, there are n pages stored at a server, and requests for ...
In the classic broadcast scheduling problem, there are n pages stored at a server, and requests for ...
In the classic broadcast scheduling problem, there are n pages stored at a server, and requests for ...
In the classical broadcast scheduling problem, there are n pages stored at a server, and requests fo...
In the classical broadcast scheduling problem, there are n pages stored at a server, and requests fo...
In the classical broadcast scheduling problem, there are n pages stored at a server, and requests fo...
We study the off-line broadcast scheduling problem to minimize total (or average) flow time. Assume ...
In this thesis we study scheduling problems that occur in the client server setting. In this settin...
We consider online algorithms for pull-based broadcast scheduling. In this setting there are n pages...
We consider online algorithms for pull-based broadcast scheduling. In this setting there are n pages...
This dissertation focuses on scheduling problems that are found in a client-server setting where mul...
We address the scheduling model of arbitrary speed-up curves and the broadcast scheduling model. The...