Abstract: We introduce a new construction for the balancing of non-binary sequences that make use of Gray codes for prefix coding. Our construction provides full encoding and decoding of sequences, including the prefix. This construction is based on a generalization of Knuth’s parallel balancing approach, which can handle very long information sequences. However, the overall sequence—composed of the information sequence, together with the prefix—must be balanced. This is reminiscent of Knuth’s serial algorithm. The encoding of our construction does not make use of lookup tables, while the decoding process is simple and can be done in parallel
It is known that, for large user word lengths, the auxiliary data can be used to recover most of the...
It is shown that balanced n-bit Gray codes can be constructed for all positive integers n. A balance...
Abstract: Balancing of q-ary sequences, using a generalization of Knuth’s efficient parallel balanci...
Abstract: Balancing sequences over a non-binary alphabet is considered, where the algebraic sum of t...
Abstract: Balancing sequences over a non-binary alphabet is considered, where the algebraic sum of t...
Abstract: We present an encoding and decoding scheme for constant weight sequences, that is, given a...
Abstract : Abstract—Knuth proposed a simple scheme for balancing codewords, which was later extended...
Abstract: A simple scheme was proposed by Knuth to generate balanced codewords from a random binary ...
Abstract: We present a Knuth-like method for balancing q-ary codewords, which is characterized by th...
Abstract: We present a Knuth-like method for balancing q-ary codewords, which is characterized by th...
We present a Knuth-like method for balancing q-ary codewords, which is characterized by the absence ...
Abstract: We present a Knuth-like method for balancing q-ary codewords, which is characterized by th...
We present a Knuth-like method for balancing q-ary codewords, which is characterized by the absence ...
Abstract: Balancing of q-ary sequences, using a generalization of Knuth’s efficient parallel balanci...
A counting sequence of length n is a list of all 2^n binary n-tuples (binary codewords of length n)....
It is known that, for large user word lengths, the auxiliary data can be used to recover most of the...
It is shown that balanced n-bit Gray codes can be constructed for all positive integers n. A balance...
Abstract: Balancing of q-ary sequences, using a generalization of Knuth’s efficient parallel balanci...
Abstract: Balancing sequences over a non-binary alphabet is considered, where the algebraic sum of t...
Abstract: Balancing sequences over a non-binary alphabet is considered, where the algebraic sum of t...
Abstract: We present an encoding and decoding scheme for constant weight sequences, that is, given a...
Abstract : Abstract—Knuth proposed a simple scheme for balancing codewords, which was later extended...
Abstract: A simple scheme was proposed by Knuth to generate balanced codewords from a random binary ...
Abstract: We present a Knuth-like method for balancing q-ary codewords, which is characterized by th...
Abstract: We present a Knuth-like method for balancing q-ary codewords, which is characterized by th...
We present a Knuth-like method for balancing q-ary codewords, which is characterized by the absence ...
Abstract: We present a Knuth-like method for balancing q-ary codewords, which is characterized by th...
We present a Knuth-like method for balancing q-ary codewords, which is characterized by the absence ...
Abstract: Balancing of q-ary sequences, using a generalization of Knuth’s efficient parallel balanci...
A counting sequence of length n is a list of all 2^n binary n-tuples (binary codewords of length n)....
It is known that, for large user word lengths, the auxiliary data can be used to recover most of the...
It is shown that balanced n-bit Gray codes can be constructed for all positive integers n. A balance...
Abstract: Balancing of q-ary sequences, using a generalization of Knuth’s efficient parallel balanci...