英语翻译编码定理的证明,从离散信道发展到连续信道,从无记忆信道到有记忆信道,从单用户信道到多用户信道,从证明差错概率可接近于零到以指数规律逼近于零,正在不断完善.在连续信道中
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英语翻译编码定理的证明,从离散信道发展到连续信道,从无记忆信道到有记忆信道,从单用户信道到多用户信道,从证明差错概率可接近于零到以指数规律逼近于零,正在不断完善.在连续信道中
英语翻译
编码定理的证明,从离散信道发展到连续信道,从无记忆信道到有记忆信道,从单用户信道到多用户信道,从证明差错概率可接近于零到以指数规律逼近于零,正在不断完善.在连续信道中常采用正交函数系来代表消息,这在极限情况下可达到编码定理的限度.不是所有信道的编码定理都已被证明.只有无记忆单用户信道和多用户信道中的特殊情况的编码定理已有严格的证明；其他信道也有一些结果,但尚不完善
英语翻译编码定理的证明,从离散信道发展到连续信道,从无记忆信道到有记忆信道,从单用户信道到多用户信道,从证明差错概率可接近于零到以指数规律逼近于零,正在不断完善.在连续信道中
The proof of coding theorem,ranging from discrete channel to continuous channel,memoryless channel to channel with memory,single-user channel to multi-user channel,the probability of error is close to zero to the exponential function is close to zero,it's keep improving.The news are represented by system of orthogonal functions in the continuous channel,which makes the coding theorem reaches its utmost limit in limit condition.Not all coding theorems of the information channels have been proved.Only special memoryless single-user channels and Multi-user channels of coding theorem have strict proof,the other information channels also have some achievements,but they are still not perfect.