Add to ORKGAn algebraic and a combinatorial upper bound are derived on |C2| given the code C1, where(Cl, C2) is a uniquely decodable code pair (C1, C2) for a two-access binary adder channel. A uniquely decodable code with rate pair (0.5170, 0.7814) is also described
Two sets A, B ⊆ {0, 1}n form a Uniquely Decodable Code Pair (UDCP) if every pair a ∈ A, b ∈ B yields...
Two counting arguments are used to derive a system of linear inequalities which give rise to an uppe...
Two sets of 0-1 vectors of fixed length form a uniquely decodeable code pair if their Cartesian prod...
An algebraic and a combinatorial upper bound are derived on |C2| given the code C1, where(Cl, C2) is...
An explicit construction is presented of uniquely decodable code pairs for the two-access binary era...
Using earlier methods a combinatorial upper bound is derived for|C|. cdot |D|, where(C,D)is adelta-d...
A construction of uniquely decodable codes for the two-user binary adder channel is presented. The r...
Ahlswede R, Balakirsky V. Construction of uniquely decodable codes for the two-user binary adder cha...
A method for determining an upper bound for the size of a code for a two-access binary erasure chann...
Two sets A, B ⊆ {0, 1}n form a Uniquely Decodable Code Pair (UDCP) if every pair a ∈ A, b ∈ B yields...
Two counting arguments are used to derive a system of linear inequalities which give rise to an uppe...
Two sets of 0-1 vectors of fixed length form a uniquely decodeable code pair if their Cartesian prod...
An algebraic and a combinatorial upper bound are derived on |C2| given the code C1, where(Cl, C2) is...
An explicit construction is presented of uniquely decodable code pairs for the two-access binary era...
Using earlier methods a combinatorial upper bound is derived for|C|. cdot |D|, where(C,D)is adelta-d...
A construction of uniquely decodable codes for the two-user binary adder channel is presented. The r...
Ahlswede R, Balakirsky V. Construction of uniquely decodable codes for the two-user binary adder cha...
A method for determining an upper bound for the size of a code for a two-access binary erasure chann...
Two sets A, B ⊆ {0, 1}n form a Uniquely Decodable Code Pair (UDCP) if every pair a ∈ A, b ∈ B yields...
Two counting arguments are used to derive a system of linear inequalities which give rise to an uppe...
Two sets of 0-1 vectors of fixed length form a uniquely decodeable code pair if their Cartesian prod...