SP25 | Random Walk | Birth Death Process | Markove Process | Part 14 | Markov Chain | Stochastic

[islamicguidance]

In this video I have learnt about random walk with reflecting barriers then u proved steady state prob.Memoona 2k18-Mele-51

[nailakousarrao]

In this lecture, I have learnt about "random walk with reflecting barrier" which is similar to birth death process. We have derived general equation for any state ' i '.
2k18-MELE-35

[ammaraakram]

Aoa sir,
In this video you told us about random walk with reflecting barriers
It is similar to birth death process. But with a bit of difference in its starting and ending points. Then you derived an expression that is general expression for all values of i.
Thanks for video
Ammara Akram
2k18-Mele-19

[networkanaylsispracticals]

In this lec we studied about random walk with reflecting barriers and derive stedy state values by using recuurent based formula. 2k18-mele-13

[muhammadjawad]

In this lecture we discussed random walk with reflecting barriers
2k18-mele-20

[hafizumair]

In this lec we studied about random walk with reflecting barriers and derive stedy state values by using recuurent based formula. 2k18-MELE-24

[sarmadhassan]

In this lecture we studied another type of Markov's process i.e. "random walk with reflecting barriers". It has similar Markov's chain as in Birth Death process with one difference that except for the First and Last states (called Barriers), there is no self transition in any other states (arrow emerging and landing on the same state).
2k17-06

[shahbazali-jhrw]

Random walk process is explained which is similar to birth death process except that it has only reflecting barriers arrows.
2k18-Mele-40

[hussainmujtaba]

In this lecture we studied Random Walk with reflecting barriers which is a kind of birth death process. By using recurrent based formula we drive generalized equation.
2k18-MELE-46

[irammustafa]

In this lecture I came to know about a process named Random walk with reflecting barriers which is a kind of birth death process by using a recurrsion method we find the general value of pi.
Iram Mustafa
2k18-mele-48

[multi-content]

Random walk with reflecting barriers which is a kind of birth death process is discussed and general formula is derived using recurrent based formula. Thanks.
2k18-MELE-34

[tehreemnasir]

Another type of Markov process, Random walk with Reflecting Barriers, is studied in this lecture. It is very similar to birth death process except that the barriers are reflecting and no arrow initiates and ends at the same state. Steady state probabilities of states are also computed for this process.
Tehreem Nasir
2k18-Mele-03

[mirzaali]

We study another type of Markov process.
2k18-mele-60

[adiliqbal]

Dear Sir!

In this lecture, I learn the Random Walk with Reflecting Barriers. It is kind of Birth Death process. Also derived the general and normalized formula of steady state Probability.

Name: Adil Iqbal

Roll No. 2k18-MELE-11