Lecture 15 of 34Week 3 - Strictly Non-blocking networks, Rearrangeably non-blocking networks; Clos Network; Paull’s matrix; Clos…
Lec -04- f-way multicasting
Prof. Y.N.Singh · IIT Kanpur
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- From
- Digital Switching - I, IIT Kanpur (at NPTEL)
- Licence
- CC BY-NC-SA, as NPTEL states it. Non-commercial use only.
- Attribution
- NPTEL states: "Distributed under Creative Commons Attribution-ShareAlike / CC BY - NC - SA", beside a BY-NC-SA badge.
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All the lectures
- Lec -01- Introduction to Digital Switching System
- Lec -02- Automatic Telephony Network
- Lec -03- Crossbar Switching
- Lec -04- Design of Control Circuit for Crosspoint Operations
- Lec -05- Multistage Interconnection Networks
- Lec -01- Blocking probability of crossbar switches
- Lec -02- Call congestion and time congestion
- Lec -03- Clos network
- Lec -04- Lee's approximation
- Lec -05- Karnaugh's approximation
- Lec -06- Time switch
- Lec -01- Time switch Design
- Lec -02- Time Switch Design using Dual RAM
- Lec -03- Paull's Matrix
- Lec -04- f-way multicasting
- Lec -05- Strictly Non-blocking Multicasting Switch
- Lec -06- Rearrangeably non blocking networks
- Lec -01- Slepian Duguid theorem, Paull's theorem
- Lec -02- Paull's matrix for rearrangeabbly non blocking networks
- Lec -03- Recursive construction; Crosspoint complexity for rearrangebly and strictly non-blocking networks
- Cantor network
- Wide-sense non blocking network
- Example of wide -sense non-blocking switch
- Packet Switching
- Buffering strategies
- Output Queued Switch
- Input Queued Switch
- Banyan Network, Delta Network
- Shufflenet as Delta network
- Performance analysis of crossbar and delta network
- Properties of Delta Network
- Buffered and Unbuffered Delta network
- Analysis of Buffered Delta Network -1 of 3
- Analysis of Buffered Delta Network-2 of 3