- (s, r)-calculus
- Filtering theory for deterministic traffic regulation, service guarantees and networks with variable-length packets - Traffic specification
- Networks with multiple inputs and outputs
- Constrained traffic regulation
The second part of the book addresses shastic (soft) guarantees, focusing mainly on tail distributions of queue lengths and packet loss probabilities and contains material on:
- (s(q), r(q))-calculus and q-envelope rates
- The large deviation principle
- The theory of effective bandwidth
The mathematical theory for shastic guarantees is the theory of effective bandwidth. Based on the large deviation principle, the theory of effective bandwidth provides approximations for the bandwidths required to meet shastic guarantees for both short-range dependent inputs and long-range dependent inputs.
- (s, r)-calculus
- Filtering theory for deterministic traffic regulation, service guarantees and networks with variable-length packets - Traffic specification
- Networks with multiple inputs and outputs
- Constrained traffic regulation
The second part of the book addresses shastic (soft) guarantees, focusing mainly on tail distributions of queue lengths and packet loss probabilities and contains material on:
- (s(q), r(q))-calculus and q-envelope rates
- The large deviation principle
- The theory of effective bandwidth
The mathematical theory for shastic guarantees is the theory of effective bandwidth. Based on the large deviation principle, the theory of effective bandwidth provides approximations for the bandwidths required to meet shastic guarantees for both short-range dependent inputs and long-range dependent inputs.

Performance Guarantees in Communication Networks
392
Performance Guarantees in Communication Networks
392Hardcover(2000)
Product Details
ISBN-13: | 9781852332266 |
---|---|
Publisher: | Springer London |
Publication date: | 01/07/2000 |
Series: | Telecommunication Networks and Computer Systems |
Edition description: | 2000 |
Pages: | 392 |
Product dimensions: | 6.10(w) x 9.25(h) x 0.24(d) |