| F. M. J. Willems and F. Casadei, "Weighted coding methods for binary piecewise memoryless sources," Proceedings of 1995. |
....of the lower bound in [11] Willems implemented two stage mixtures as described above by constructing suitable state diagrams for the second stage mixture. The weight of a transition path in the mixture is hence obtained by state transition weights along the path. The first two schemes ( 16] [18]) take into account all transition paths. In [17] and [18] all transition paths that assume the same most recent transition time are unified into one trellis state. This results in linearly increasing per letter computational complexity, storage complexity of O (N log N) and redundancy of 0:5 (C ....
....mixtures as described above by constructing suitable state diagrams for the second stage mixture. The weight of a transition path in the mixture is hence obtained by state transition weights along the path. The first two schemes ( 16] 18] take into account all transition paths. In [17] and [18] all transition paths that assume the same most recent transition time are unified into one trellis state. This results in linearly increasing per letter computational complexity, storage complexity of O (N log N) and redundancy of 0:5 (C 1) log N=N beyond the lower bound. The second scheme ....
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F. M. J. Willems and F. Casadei, "Weighted coding methods for binary piecewise memoryless sources," Proceedings of 1995 IEEE International Symposium on Information Theory, Canada September 17-22, 1995.
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F. M. J. Willems and F. Casadei, "Weighted coding methods for binary piecewise memoryless sources," Proceedings of 1995.
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