Wide Sense Stationary Random Processes | Digital Signal Processing # 14

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  • Опубліковано 28 січ 2025

КОМЕНТАРІ • 37

  • @pilarkrebsbach543
    @pilarkrebsbach543 3 роки тому +154

    Thank you so much! This is the first time I have understood stationarity

  • @quindhahnfeld1105
    @quindhahnfeld1105 3 роки тому +81

    *You are watching a master at work*

  • @hattieoverbeck1691
    @hattieoverbeck1691 3 роки тому +84

    subs you deserve a million 😊

  • @DB-in2mr
    @DB-in2mr 3 роки тому +69

    maybe the only thing that could stop you is godel... : ) it is a incredible pleasure to listen to your advanced tutorials

  • @shavonnethacker1459
    @shavonnethacker1459 3 роки тому +61

    A signal processing god !

  • @beurnekevin1545
    @beurnekevin1545 3 роки тому

    This video should deserve to have 1M views.

  • @jeaniewoolery4565
    @jeaniewoolery4565 3 роки тому +1

    Never understood this topic from my professor and here explained and simplified in one pretty compact lecture.
Outstanding explanations bro !

  • @sheilatatyana961
    @sheilatatyana961 3 роки тому +1

    That MATLAB demo starting at 26:55 something like that does the job really well.

  • @alessandrobenito
    @alessandrobenito Рік тому

    I would like to thank you for these very well set lectures,I have searched about this subject in many other videos and i really liked your manner compared to the others which i found,however i was waiting for more illustration or conceptualisation in the videos from 6 to 9,also i hope you made an introduction so that you put us into the whole picture of the domain.

  • @metehandagasalan323
    @metehandagasalan323 3 роки тому

    Underrated youtuber !

  • @andybrown3901
    @andybrown3901 3 роки тому +135

    That 3D figure in 36:09 looks like frozen spaghetti 🍝😂

  • @skyblack337
    @skyblack337 3 роки тому

    Great lecture as always Ahmad !

  • @maganscoby8893
    @maganscoby8893 3 роки тому

    Excellent tutorial Ahmad !

  • @pricillahervey4949
    @pricillahervey4949 3 роки тому

    25:43 why does the integration have to be carried out from - pi to + pi ?

  • @raymonddeborah6668
    @raymonddeborah6668 3 роки тому

    16:32 the t prime to t change of variable is important I guess to make the manipulation easier.

  • @simonmeakin1502
    @simonmeakin1502 3 роки тому

    Thanks for this explanation was very clear 👍🏻

  • @teofilaavallone6963
    @teofilaavallone6963 3 роки тому

    Hi, could you share the link to the ADF test?

  • @jettacurnutt2058
    @jettacurnutt2058 3 роки тому

    Does the shifted probability density function change with time for WSS ?

  • @jeniferceline8867
    @jeniferceline8867 3 роки тому

    Perfect sir thank you.

  • @willowglowacki3829
    @willowglowacki3829 3 роки тому

    Damn if only people searching for WSS concepts get this video, no one would be asking questions on

  • @nathanialboor6319
    @nathanialboor6319 3 роки тому

    When will you reach ergodicity sir ?

  • @juliatamm1621
    @juliatamm1621 3 роки тому

    What a God !

  • @TheAfrOLife
    @TheAfrOLife 3 роки тому

    When is the next NVIDIA video sir ? 
Please talk about NVIDIA DeepStream, it is related to image signal processing.

  • @Brazilianknight9243
    @Brazilianknight9243 3 роки тому

    Make a video about Theorema Egregium of gauss

  • @leenalaxton4561
    @leenalaxton4561 3 роки тому

    So basically the autocorrelation and autocovariance functions are the same except that autocorrelation assumes a zero mean.

  • @tresamelle4149
    @tresamelle4149 3 роки тому

    Never knew oscillators and WSS have things in common.

  • @dominicbuel5782
    @dominicbuel5782 3 роки тому

    Why can’t I find these kind of information at a university where I pay my dads life savings ? All I thank is

  • @yuvarajcena27
    @yuvarajcena27 3 роки тому

    Hi

  • @user-pq8yi2gc1x
    @user-pq8yi2gc1x 3 роки тому

    L

  • @1feneco
    @1feneco 3 роки тому

    So basically the autocorrelation and autocovariance functions are the same except that autocorrelation assumes a zero mean.

  • @luzpasch940
    @luzpasch940 3 роки тому

    Never knew oscillators and WSS have things in common.