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Improved Upper Bounds on the Average Redundancy of Optimal RVLC
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# |
1402 - 10 |
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On the Shortest Codeword of the Optimal RVLC
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# |
1402 - 04 |
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Some Tight Lower Bounds on the Redundancy of Optimal Binary Prefix-Free and Fix-Free Codes
|
10.1109/TIT.2020.2987309 |
1399 - 04 |
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A New Code for Encoding All Monotone Sources With a Fixed Large Alphabet Size
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10.1109/TIT.2020.2965821 |
1398 - 12 |
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Optimal Codes with Limited Kraft Sum
|
# |
1394 - 08 |
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The Most Likely Optimal Symmetric RVLC
|
# |
1394 - 08 |
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The Redundancy of an Optimal Binary Fix-free Code Is not Greater than 1 Bit
|
# |
1394 - 03 |
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On the Penalty of Optimal Fix-Free Codes
|
# |
1394 - 02 |
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On the Source-Channel Separation Theorem for Infinite Source Alphabets
|
# |
1394 - 01 |
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Weakly Symmetric Fix-free Codes
|
# |
1393 - 06 |
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Sequentially-Constructible Reversible Variable Length Codes
|
# |
1393 - 05 |
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Huffman Redundancy for Large Alphabet Sources
|
# |
1393 - 01 |
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On the Structure of the Minimum Average Redundancy Code for Monotone Sources
|
# |
1393 - 01 |
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Including the Size of Regions in Image Segmentation by Region-Based Graph
|
# |
1392 - 11 |
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Bounds on Throughput of CSMA in Weibull Fading Channels
|
# |
1392 - 09 |
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93 of the 3/4-Conjecture Is Already Verified
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# |
1392 - 09 |
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How Suboptimal is the Shannon Code
|
# |
1391 - 10 |
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Some Upper Bounds on the Redundancy of Optimal Binary Fix-Free Codes
|
# |
1391 - 03 |
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A Simple Recursive Shannon Code
|
# |
1390 - 11 |
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Near-Optimality of the Minimum Average Redundancy Code for Almost All Monotone Sources
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# |
1390 - 08 |