Suppose that m is a positive integer with m ? 2. An m-ary Huffman code for a set

Question

Suppose that m is a positive integer with m ? 2. An m-ary Huffman code for a set of N symbols can be constructed analogously

to the construction of a binary Huffman code. At the initial step, ((N ? 1) mod (m ? 1)) + 1 trees consisting of a

single vertex with least weights are combined into a rooted tree with these vertices as leaves. At each subsequent step,

the m trees of least weight are combined into an m-ary tree.

I need help using Ipsum Lorum to generate a file with 4000 Character and convert to binary and measure the size. Then, implement Huffman Coding to compress the file and then measure again.

Explanation / Answer

here is the program to convert decimal to binary

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