7 - Cryptography Basics - Diffie-Hellman Key Exchange 

Bro just explained them better than my professor did in two lectures

Colossal explanation!! I wish RU-vid could let me give this video a "like" infinitely!

very simple, free from burdensome difficult terminologies, straight to the point, and no time wasting. amazing

Beautifully condensed a dreary 1 hour lecture into 8 minutes. Fantastic!

Incredible. Best explanation of DH I have ever heard.

Thank you. This is very clear and to the point explaination. Very helpful.

Amazing video. Great explanation!

Thank you so much for such clean explaination!!!

Great video, great explanation, thanks a lot!

Great explanation !

Awesome thanks I was lost forever on this

Just fell in love with it!

very very helpful explination, I love it.

Simple. Direct. Thank you.

Excellent explanation.

Very good explanation

Awesome explanation

Than you very much, may god bless you and guide you.

Thank You so much for this tutorial ❤❤❤

Amazing , on point!

Practicly impossible for supercomputers yet invented by human creative mind by applying logic and imagination. Amazing!

Thank Youu ❤ 🎉 its very clear sir

Great explanation. Now, if Bob wants to send a message to Alice, how does he encrypt it? This may be a dumb question, but I'm not sure where the message fits in here. What am I missing?

I'm not sure you need 2 prime numbers to start. A prime number and a generator is normally needed if not mistaken.

Thank you dude

Thanks man!

only x, y and n need to be very large for this to be secure. g can be small.

It is also a good thing to know that g is a primitive root modulo of n

Mantap bos

Only makes sense and clear if you have a bit of background.

Thanks

An example of an even higher prime number would be more useful to see and the anology on it. something like n = 101 or something like that and g be like 27

But what's the point of getting uncrypting k = 10 on the receiving end ? When and who decided that the uncrypted message would be 10 ?

Tom's number ( z=4 ) is not prime. Should it not be?

I had a doubt....why was Tom not able to get the value of K right....he used the same g and n right??

With the four public numbers and some algebra the key can be uncovered 😈

How to find the remainder

Hlo

I think the hacker needs to get the larger exchanged result in this case 10, 2 are obtained and the hacker going to select 10 and can find the secrete key by having his/her own key starting from 7 like 7,11,13,17..... just use the formula as bob and alliance 10pow7,11,13,...., mod 11 is always 10! so, the exchanged key also keep as a secret. the tutorial is so amazing and wonderful!

U want your video views are more people seen then u can speak with me and i will grow your view on channel

thanx .you really saved my day🫡