Cryptography: Linear Feedback Shift Register

Cryptography: Linear Feedback Shift Register

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@rafaelramos3083
@rafaelramos3083 - 06.11.2019 20:31

Thank you, very well explained

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@abusadatmohammadsayem1311
@abusadatmohammadsayem1311 - 19.01.2020 20:31

should not b5 be (b1 exor b2) exor b4?
then (1+0)+1=(1+1)=0 for the 3rd equation? please clarify.

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@98anirban
@98anirban - 27.05.2020 14:55

Great video, like the concept of using the hat example at first.

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@nilindef9270
@nilindef9270 - 29.06.2020 01:50

For what it's worth, I personally find the explanation at the end with XORs and registers much more clear than the analogy with the hats and the faces. Depends on one's background I guess.

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@jankrnc
@jankrnc - 24.08.2020 15:54

How does LFSR(3,4) looks like? It is supposed to be ML-LFSR. I have an exercise to do but have no idea what (3,4) means? pls help

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@muneebrana4022
@muneebrana4022 - 31.08.2020 22:34

The only thing I don't understand is how to know which bits are being XORed. What if i have 7 bits? Or 40 bits? How will i know which ones to XOR?

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@minecrafthowtodude
@minecrafthowtodude - 19.09.2020 18:19

Thanks for the vid, you made my midterm prep slightly easier :)

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@AKSHAT150
@AKSHAT150 - 07.10.2020 21:55

Great example and explanation. You made it extremely easy and intuitive! Kudos

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@АлександрВорошилов-р8х
@АлександрВорошилов-р8х - 11.03.2021 00:04

PERFECT

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@darigaabdikarimova9083
@darigaabdikarimova9083 - 12.03.2021 22:14

oh guy you've saved me

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@gshengelaia2001
@gshengelaia2001 - 10.04.2021 11:19

very intuitive! thank you

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@Ammar.youtube
@Ammar.youtube - 11.06.2021 15:19

Homework - LFSR
Given the initial 8-bit Linear Feedback Shift Registers (LFSR) 10110011, and the primitive polynomial x7 + x2+1. Generate a keystream of a sufficient length that could be used to encrypt and decrypt your “First Name”

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@dio707.
@dio707. - 08.09.2021 07:41

this video helped me a lot

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@lokejootuck4517
@lokejootuck4517 - 29.12.2021 11:58

Thank you so much! This helps a lot for me to understand the assignment I need to do TvT

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@abduselamkoc5781
@abduselamkoc5781 - 17.10.2022 15:21

the teaching style I have been looking for all my life. this is the best.

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@bushraw66
@bushraw66 - 12.04.2024 22:08

thank you so much!!!!

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@MH-jf9mq
@MH-jf9mq - 08.05.2024 01:32

Simple and straightforward 👍🏾

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@DanielMoore-s3j
@DanielMoore-s3j - 01.10.2024 09:42

Kshlerin Throughway

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@PaulWilson-q4i
@PaulWilson-q4i - 05.10.2024 15:48

Rudy Wall

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@MargaretTaylor-v1l
@MargaretTaylor-v1l - 12.10.2024 14:56

Fanny Shore

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@MultiDman2011
@MultiDman2011 - 27.10.2024 20:35

Thank you so much for this!

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