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sir please…you are taking too much time for every topic
sir i need simulation lecture…please upload monte carlo
thank you sir for explaining this well
nice one….thank u..
THANKS TO PROF.
Thank you very much.
can u please show the derivation of the variance of number of jobs in M/M/c system including the jobs in service and the jobs in queue , refering to the the book Art of Computer Systems Performance Analysis Techniques For Experimental Design Measurements Simulation And Modeling
by Raj Jain in chapter number 31 figur 31.4 formula number 8 please ans me
game theory 45:30
Your session and examples are quite apprehensive. Many thanks sir
A professor indeed. Great explanation. Brilliant presentation.
Realy Great Presentation and Explanation………..Brilliant Prof.
my professor well done
What do you do when you have multiple servers, all of then with diferent u's, and each one of them having a probability of being the one who serves a client when all of them are idle?
Thank u Professor, How can we calculate the "probability of waiting time more or less certain value ??"Please clarify.
thanks..its going to save my time.
In Finding Lq…. The second step is not very clearly explained. Me thinks.
P0 in this case is 9% which is less than M/M/1 model. That means pb that server is free is decreased from 11% to 9%. But you are saying the server is free most of the times in this case. how?
Is there any lecture which explains GI/M/1 system? and IPP/M/1 aswell?
I really understand of topic where i get more example of M/M/C thank you so much professer
Watched all the three lectures, remembered all the formula like a boss!No Rote learning, Only Pure Understanding…… Thanks NPTEL 🙂
12:20 for the love of God guys please help. I do not understand the sum. What is it the sum of? He brushes over it because c is only 2 and that makes me not understand the concept behind it. What if it was 4. Please help. I know it's probably super simple but my brain just refuses to process it.
Best lecture on queuing model….
really am very happy … I thank you …
excuse me. is there any solutions for the model: queue multi server with vacation?
Great video series on Queueing Models
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