The Birth-Death Process | Queuing Theory | Operations Research | Markov Chain | Balance Equation

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The Birth-Death Process explains the characteristics of the inter arrival and service to customers in a continuous time Markov Chain. The balance equation derived for state dependent Queuing system helps to find the Queuing parameters.

[@alastairdunn2583]

Fantastic video! Clear explanation

[@dr.madhusudhanaraocuddapah9352]

Glad you liked it

[@imiacademy5571]

really great teacher you are.Superb sir

[@dr.madhusudhanaraocuddapah9352]

Thanks a lot

[@charanrajueluri3196]

super explanation sir Thank you very much

[@Anuparna_Gangopadhyay]

Clear explanation sir.. thank you so much

[@dr.madhusudhanaraocuddapah9352]

You are welcome

[@agamjotsingh6487]

Great video sir

[@dr.madhusudhanaraocuddapah9352]

So nice of you

[@ShreyaDwivedi-ho1tc]

Very useful explanation 😁😁😃😁😁😁😁😁😁🎉

[@dr.madhusudhanaraocuddapah9352]

Glad you liked it

[@compsciwithaayush1413]

Best lecture sir ❤

[@dr.madhusudhanaraocuddapah9352]

Thank you very much

[@tirthrajgandhakwala9972]

Helped a lot. Thanks!

[@dr.madhusudhanaraocuddapah9352]

Thanks for your feedback

[@anime_edits_by_me]

thanku sir very nicely explained

[@dr.madhusudhanaraocuddapah9352]

Most welcome

[@Ishankulkarni]

As the birth and death can occur simultaneously, shouldn't there be a self loop for each of the states?

[@dr.madhusudhanaraocuddapah9352]

Yes, however the state remain same as the number of customers is unchanged.

[@Reddy1122]

Sir in some othee videos it is different sir

[@dr.madhusudhanaraocuddapah9352]

Which video?

[@dr.madhusudhanaraocuddapah9352]

This is the theory collected from international edition. Is my explanation clear or not?

[@kashafanwar9435]

@@dr.madhusudhanaraocuddapah9352 please clarify how the difference between expected is less than one. Let expected arrivals are 200 and departures are 250?

[@dr.madhusudhanaraocuddapah9352]

Dear friend,
The state of the system is described in the video in terms of arrival and departure of customers. The system can move from a state n to n+1 or n-1 with a single birth or death. If you observe the system over infinite time, the difference between entry into a particular state 'n' to exit from state'n' is one.

[@dr.madhusudhanaraocuddapah9352]

It's not the number of customers, it is the difference between the number of times a system enters and leaves a particular state 'n'.

[@pratyasha258]

honestly I can't understand

[@dr.madhusudhanaraocuddapah9352]

Which part of the content you want to get more explanation?