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He developed the sequential decoding techniques for convolutional codes that made error-free communication possible with relatively low computing power — enabling the subsequent development of modern strategies used by the Internet, cellular phones, and deep-space transmissions.
This paper presents the design of a complete multi-channel neural recording compression and communication system for wireless implants that addresses the challenging simultaneous requirements for low power, high bandwidth and error-free communication.
PDR can be perceived as the probability of error-free communication between two nodes.
All of the aforementioned studies consider an error-free communication channel between the transmitter and the receiver.
These orthogonal codes should ideally provide perfect isolation from other subscribers so as to maintain error-free communication among all users.
However, it is important to note that error-free communication at the rate of channel capacity is generally attained as the codeword length increases without bound.
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In fact, the first term at the right-hand side is obtained when there is an observation error but error-free communications whereas the second term is obtained when there is no observation but communication noise.
Then, the energy per symbol of user ψ k ( m ) with rate R ψ k ( m ), as scheduled by the scheduler to guarantee error free communication, is given by [1, 17] E ψ k ( m ) = N 0 g ψ k ( m ) 2 R ψ k ( m ) − 1 2 ∑ i = 1 k − 1 R ψ i ( m ).
Digital communication in an error-free channel does not face any transmission error.
The communication channel is assumed to be error-free.
The communication environment is contention-based and error-free; hence, sensor nodes do not have to retransmit any data.
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