Tutorial 12- Stochastic Gradient Descent vs Gradient Descent

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[@BalaguruGupta]

Amazing explanation Sir! You'll always be the hero for the AI Enthusiasts. Thanks a lot!

[@nagesh866]

what an amazing teacher you are. Crystal clear.

[@saurabhnigudkar6115]

Best Deep Learning playlist on youtube

[@ravindrav1895]

whenever i am confused with some topics , i come back to this channel and watch your videos and it helps me a lot sir .Thank you sir for an amazing explanation

[@ajithtolroy5441]

I saw many videos but this one is quite comprehensible and informative

[@lakshminarasimhanvenkatakr3754]

This is excellent explanation so that anyone can understand with so much granular level of details.

[@shashanktripathi3034]

Krish sir your youtube channel is just like GITA for me as one gets all the answers to life in GITA I get all my doubts cleared on your channel.
Thank you, SIr.

[@kartikdave659]

after becoming member how can i get the data science material, can you please tell me?

[@archanamaurya89]

This video is such a light bulb moment for me :D Thank you so very much!!

[@fedisalhi6320]

Excellent explanation, it was really helpful thank you.

[@nitayg1326]

My God! Finally am clear about GD SGD and mini batch SGD!

[@severnsevern1445]

Great explanation . Very clear . Thank!

[@VVV-wx3ui]

Superb...simply superb. understood the concept now from the Loss function. Well don Krish.

[@Skandawin78]

Your vidoes are excellent reference to brush up these concepts

[@allaboutdata2050]

What an explaination 🧡 . Great !! Awesome !! .

[@taranilakshmi9680]

Explained very well. Thankyou.

[@tonyzhang2501]

Thank you, It is clear explanation. I got it!

[@bhavanapurohit2627]

Hi, is it completely theoretical or will you code in further sessions?

[@khuloodnasher1606]

Really this is the best video i'v seen ever explaining the concept better than famous. school

[@gayathrijpl]

such a clean way of explanation

[@rabidub733]

thanks for this! great explanation

[@gauravsingh2425]

Thanks Krish !!! very nice explanation

[@chinmaybhat9636]

Awesome @KrishNaik Sir.

[@uttamchoudhary5229]

Great video man 👍👍..Please keep it up. I am waiting for next videos

[@vinuvarshith6412]

Top notch explanation!

[@aditisrivastava7079]

Just wanted to ask to ask if you could also suggest some good resources online that we can read which could bring more clarity.......

[@ArthurCor-ts2bg]

Krish you concise subject most meaningfully

[@guytonedhai]

How are you so good at explaining 😭😭😭😭😭 Thanks a lot ♥♥♥

[@sandipansarkar9211]

Thanks Krish. Good video.I want to use all this knowledge in my next batch of deep learning by ineuron

[@Kurtmind]

Excellent explanation Sir!

[@syedsaqlainabatool3399]

This is what i was looking for

[@akfvc8712]

greate video excelent effort. appreciated!!

[@nansonspunk]

yes i really liked this explanation thanks

[@rameshthamizhselvan2458]

Excellent!

[@alsabtilaila1923]

Great one!

[@ashwanikumar-zh1mq]

Good Good clearly explained nobody can explained like this

[@rdf1616]

good explanation! thankss

[@koustavdutta5317]

Hi Krish, one request to you ...like this playlist, please make long videos for the ML Playlist with the Loss Functions , Optimizers used in various ML Algorithms --> mainly in case of Classification Algorithms

[@ting-yuhsu4229]

You are AWESOME! :)

[@response2u]

Thank you, sir!

[@aminuabdulsalami4325]

Great guy.

[@praneethcj6544]

Perfect ..!!!

[@RaviRanjan_ssj4]

great video !!

[@nikkitha92]

Sir your videos are amazing. Can you please explain about latest methodologies such as BERT , ELMO

[@SandeepKashyap-ek2hx]

You are a HERO sir

[@Anand-uw2uc]

Good Explanation! But you did not speak much about when to use SGD although you clarified better on GD and Mini Batch SGD

[@vishaldas6346]

There is nothing much to explain about SGD when you are talking about 1 datapoint at a time while considering dataset of 1000 datapoints.

[@sreejus8218]

If we use a sample of output to find the loss, will we use its derivative for changing whole weight or change the weights of the respective output

[@jiayuzhou6051]

the only video that explains

[@vishaljhaveri7565]

Thank you sir.

[@goodnewsdaily-tamil1990]

1000 likes for you man👏👍

[@ruchikalalit1304]

have you make the videos of practical implementation of all the work if so please share the links

[@achrafkmout9398]

very good explanation

[@vineetagarwal18]

Great Sir

[@siddharthachatterjee9959]

Good attempt 👍. Please record with camera on manual focus.

[@phaneendra3700]

hats off man

[@louerleseigneur4532]

Thanks buddy

[@percyjardine5724]

thanks Krish

[@AjanUnderscore]

Thank u sir 🙏🙏🙌🧠🐈

[@thanicssubakar6303]

Nice bro

[@sathvikambati3464]

Thanks

[@muhammedsahalot8683]

which have more convergence speed SGD or GD ?

[@rababmaroc3354]

thank you very much for your efforts. please how can we solve a portfolio allocation problem using this algorithm? please answer me

[@muralimohan6974]

How can we take k inputs at the same time

[@rohitsaini8480]

Sir, please solve my problem, in my view we are doing gradient descent to find the best value of m (slop in case of linear regression, considering b = 0) so if we use all the point then we must came to know at which point the value of m is less, so why we have to use learning rate to update weight because we already know the best value.

[@bijaynayak6473]

Hello Sir, could you share the link for the code where you explained, these videos series are very nice with short of the period we can cover so many concepts. :)

[@r7918]

I have 1 question regarding this topic. Is this concept applicable to linear regression, right?

[@yukeshnepal4885]

8:58 , using GD it converge quickly and while using mini-batch SGD it follows zigzag path, How??

[@kannanparthipan7907]

In case of mini batch sgd, we are considering only some points so some deviations will be there in the calculation compared to usual gradient descent where we are considering all values. Simple example GD is like total population and mini SGD is like sample population, it will never be equal and in sample population some deviation always will be there in distribution compared to total population distribution.
We cant use GD everywhere, due to time computation factor, using mini SGD will give approximate correct result.

[@bhargavpotluri5147]

@@kannanparthipan7907 Deviation will be there in the final output or in the final converge result. Question is why do we have during the process of convergence. Also for every epoch if we consider different samples then understood that there can be zig zag results in the process of convergence. But if only one sample of k records are considered then why is that zig zag during convergence?

[@bhargavpotluri5147]

Ok now I got it. For every iteration, samples are picked at random, so is zig zag. Just gone through other artciles

[@pareesepathak7348]

can you share the paper for reference and also can you share the resources for deep learning for image processing.

[@ankitbiswas8380]

when you mentioned SGD takes place in linear regression . I didnt understand that comment . Even in your linear regression videos for the mean square error we are having sum of squares for all data points . So how SGD got linked in linear regression ?

[@a.sharan8876]

py:28: RuntimeWarning: overflow encountered in scalar power
cost = (1/n)*sum([value**2 for value in(y-y_predicted)]) hey bro . ia m stuck here with this error , i could not understand the error itself, if you suggests me some solution. .... just now i started to practice a ml algorthm.

[@_JoyshreeMozumder]

what is resource of data point?

[@shubhangiagrawal336]

good video

[@manojsalunke2842]

9.28 time, you said sgd will take time to converge than gd, then which is fast , sgd or gd????

[@abhrapuitandy3327]

please do tell about stochastic gradient ascent also

[@samiabidah4197]

please what the difference between GD and Batch GD !

[@khushboosoni2788]

sir can you explain me SPGD algorithm please

[@minakshiboruah1356]

@12:02 Sir it should bemini batch stocastic g.d.

[@jsverma143]

negative weights and positive weights best explained as--
since the angle of tangent is more than 90 degree in left side of the curve so this results in -ve values and for other its less than 90 degree so it would be +ve

[@soheljagirdar8830]

4:17 SGD have minimum 256 records to find error / minima you said it's 1 record at a time

[@pramodyadav4422]

I read few articles which says In "SGD a randomly one data point is picked from the whole data set at each iteration". 256 records which you're talking about may be Mini Batch SGD "It is also common to sample a small number of data points instead of just one point at each step and that is called “mini-batch” gradient descent."

[@tejasvigupta07]

@@pramodyadav4422 yeah ,even I have read that in SCD only one data point is selected and updated in each iteration instead of all.

[@funpoint3966]

please workout your camera issue it seems like it is set to auto focus resulting in a little disturbance.

[@shekharkumar1902]

Confusing one !

[@atchutram9894]

Switch the auto focus feature in your camera. It is distracting.

[@chalapathinagavarmabhupath8432]

our videos are good but camara was bad

[@KKKK-jr1nm]

Why dont you buy him a new one ?

[@chalapathinagavarmabhupath8432]

Pora eri poka

[@devaryan2201]

do change your method of teaching seems like someone has read a book and just trying to copy thatt content from ones side .....use your own ideologies for it
:)