Binary Symmetric Channel(BSC)| Binary Erasure Channel(BEC)| Capcity Equations| Numericals| ITC

[@thejaskp3779]

i am using your lectures instead of class lectures mam..its really helpfull

[@EasyElectronics_jobupdates]

😁, please follow class lectures also. Anyway thanks for those words.

[@thejaskp3779]

@@EasyElectronics_jobupdates 🤣

[@g51661]

Great teaching Ma'am

[@EasyElectronics_jobupdates]

I am glad you liked it 👍

[@sheemapk4254]

Thank you mam.....can u pls explain the detailed proof for channel capacity

[@EasyElectronics_jobupdates]

I will try for sure

[@jmohamed87]

what if we have binary double erasure channel Maam?

[@sreelakshmips4485]

Mam this subject is essential for isro ta or not

[@EasyElectronics_jobupdates]

No it's not I have not included in TA playlist

[@sreelakshmips4485]

@@EasyElectronics_jobupdates thank u mam

[@amitranjanazad1265]

In Q3, the units will be bits/use or bits/channel use not bits/sec

[@EasyElectronics_jobupdates]

Sorry, about the mistake

[@jaypujar231]

I it is really easy way Tq

[@blackhound7693]

Very helpful Madam 😊 mam please make a playlist on informAtion theory

[@EasyElectronics_jobupdates]

There is a playlist called digital communication and information Thoery

[@abdetatesfa2955]

thanks i praciaceted you

[@ajumathewthomas]

Dear Ma'am, Could you please help me to solve the below problem i) Let p = 0.01 be the probability that any given bit in a received word sent over a binary symmetric channel (BSC) is incorrect. Compute the probability that a received word contains undetected errors given the following coding schemes. (a) no coding, word length = 5 bits (b) even parity, word length = 6 bits (5 bits of data)

[@vishnuvikraman1144]

Thank u

[@dheerajlaltd]

😍😍😍😇🙏