Recent content by sabri

thanks a lot i appreciate your help (Smile)

could you please check in this pdf if what i have done is correct or not

unfortunately we didn't cover SLLN , and yes you are right we had Karlin and Taylor in Stochastic Processes . Thank you for your time , I'll go through the hints you gave me trying to solve it (Smile)

I'm having this course called " Math for Electronics" where we've covered : [LIST=1] probability space calc. of prob. events independence Random variable law of large numbers cumulative distribution function probability density function binomial distribution Expectation Variance Central...

A Galton Watson branching process B is defined P0 = 1/3 ; P1 = (1 - c)2/3 and P2 =c 2/3 where pi is the probability to have 'i' offsprings (C in [0,1]). a) compute the critical value C* such that for C<= C* the prcesss B will die out with probability one and for C > C* the process will...

Thank you so much, actually things here are more clear than at school, Happy to use Math Help Boards (heart)

thank you again for the clarification things are more clear now (Smile)(Yes)

thank you for the correction but i still didn't get the second part of the exercise where he asks me to generalize the result for a k -store building with k>=2, and to Estimate the value k0 such that the probability that the elevator will stop exactly 10 times is larger equal than 0.9 for all...

10 people get on an elevator on the first floor of a seven-story building. Each gets off at one of the six higher floor chosen at random. What is the expected number of stops the elevator makes? Generalize the result for a k -store building with k>2: Estimate the value k0 such that the...