A tight upper bound on the redundancy r of Huffman codes, in terms of the minimum
codeword length l, l≥ 1, is provided. The bound is a strictly decreasing function of l. For …

New upper bounds on the redundancy of Huffman codes are provided. A bound that for 2/9
≦ P_ 1 ≦ 0.4 is sharper than the bound of Gallager, when the probability of the most likely …

Upper bounds on the redundancy of Huffman codes have been extensively studied in the
literature. Almost all of these bounds are in terms of the probability of either the most likely or …

Some properties of Huffman codes are presented. It is shown that knowing the probability P_
1 of the most likely source letter, there exist new lower and upper bounds on the redundancy …

Bounds on the redundancy of Huffman codes in terms of the probability p/sub 1/of the most
likely source letter are provided. In particular, upper bounds are presented that are sharper …

A method for deriving optimal upper bounds on the redundancy of binary Huffman codes in
terms of the probability p/sub 1/of the most likely source letter is presented. This method will …

An upper bound on the redundancy of D-ary Huffman codes in terms of the probability p/sub
1/of the most likely source letter is provided. For large values of p/sub 1/, the bound improves …

Upper and lower bounds are obtained for the redundancy of binary Huffman codes for a
memoryless source whose least likely source letter probability is known. Tight upper bounds …

A lower bound on the redundancy of<tex>D</tex>-ary Huffman codes (Corresp.) Page 1 A
Lower Bound oti the Redundancy of D-ary Huffman Codes JOVAN DJ. GOLIe AND MILORAD …

We study the redundancy of Huffman code (which, incidentally, is as old as the author of this
paper). It has been known from the inception of this code that in the worst case Huffman …