New PDF release: ATM Network Performance

By George Kesidis (auth.)

ISBN-10: 1475745680

ISBN-13: 9781475745689

ISBN-10: 1475745702

ISBN-13: 9781475745702

ATM community Performance describes a unified method of ATM community administration. the point of interest is on enjoyable quality-of-service requisites for person B-ISDN connections. For an ATM community of output-buffer switches, the writer describes how the elemental community assets (switch buffer reminiscence and hyperlink transmission bandwidth) may be allotted to accomplish the necessary quality-of-service connections. The functionality of proposed bandwidth scheduling rules is evaluated. either unmarried node and end-to-end functionality effects are given. specifically, those effects are utilized to source provisioning difficulties for prerecorded (stored) video and video teleconferencing. The movement regulate challenge for to be had bit price site visitors is usually defined.
This ebook is meant for a one-term path in functionality of Broadband Integrated-Services electronic Networks (B-ISDNs) in accordance with a kind of packet-switched conversation community referred to as Asynchronous move Mode (ATM). the extent of presentation is on the first yr of graduate reviews and for execs operating within the box, however it should be available to senior undergraduates besides. a few familiarity with ATM criteria is believed as such criteria are just in brief defined.
the entire required heritage in discrete-time queueing thought is equipped. routines are given on the finish of chapters. ideas and/or tricks to chose routines are given in an Appendix.

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An "L-pipelined" Lindley process (L E Z+) has the following recursion: Xn = max{Xn- 1 + An-L - 1,O}. Find a recursive equation that determines the cell departure times of this queue. 3. 3. 4. 1. Also, find the maximum backlog of the FIFO queue if its initial contents are X-I = 0'0 > o. 5. If the contents of an initially empty FIFO queue with service rate p cells per unit time never exceeds 0' cells, show that the arrival process is (0', P)-constrained. 6. 2. 7. of a (0'1, pd-constrained process and a (0'2, P2)constrained process.

3. 3. 4. 1. Also, find the maximum backlog of the FIFO queue if its initial contents are X-I = 0'0 > o. 5. If the contents of an initially empty FIFO queue with service rate p cells per unit time never exceeds 0' cells, show that the arrival process is (0', P)-constrained. 6. 2. 7. of a (0'1, pd-constrained process and a (0'2, P2)constrained process. Find a suitable constant bandwidth allotment and buffer capacity for the queue so that no cells are lost due to overflow. Discrete- Time Queues with Constant Service Rate 8.

2 BUFFER SIZING FOR LOSSLESS TRANSMISSION We first study how cells may be "clumped" by a bandwidth scheduler. 1. An arrival times process {ad is said to "tightly" satisfy a (0', p)constraint if the process does not satisfy a ('Y, p)-constraint for 'Y < 0'.

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ATM Network Performance by George Kesidis (auth.)


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