<p>(A) Six terminal nodes. (B) Euclidean Steiner Minimal Tree (cost = 4.6400/bit). (C) Minimum multicast flow with network coding in space (cost = 4.5677/bit).</p
Abstract- An information theoretic upper bound on the information flow in discrete memoryless net-wo...
This paper studies the multicast problem in the multistage interconnection network (MIN) topology. A...
Abstract—Network coding encourages in-network mixing of information flows for enhanced network capac...
that studies network coding in graphs, Space Information Flow (SIF) is a new paradigm that studies n...
Space Information Flow (SIF) is a new promising research area that studies network coding in geometr...
Multicast realises the data delivering to a group of destinations simultaneously while using the min...
Abstract — We investigate the network coding problem in a certain class of minimal multicast network...
Multicast trees can be shared across sources (shared trees) or may be source-specific (shortest path...
We formulate the problem of multicast tree generation as one of computing a directed Steiner tree of...
We present decentralized algorithms that compute minimum-cost subgraphs for establishing multicast c...
Given a telecommunication network with non-negative arc capacities, a special vertex called source, ...
The famous min-cut, max-flow theorem states that a source node can send a commodity through a networ...
We formulate bandwidth maximization problems in multicasting streaming data. Multicasting is used t...
This paper addresses the problem of designing a minimum cost network whose capacities are sufficient...
We formulate bandwidth maximization problems in multicasting streaming data. Multicasting is used to...
Abstract- An information theoretic upper bound on the information flow in discrete memoryless net-wo...
This paper studies the multicast problem in the multistage interconnection network (MIN) topology. A...
Abstract—Network coding encourages in-network mixing of information flows for enhanced network capac...
that studies network coding in graphs, Space Information Flow (SIF) is a new paradigm that studies n...
Space Information Flow (SIF) is a new promising research area that studies network coding in geometr...
Multicast realises the data delivering to a group of destinations simultaneously while using the min...
Abstract — We investigate the network coding problem in a certain class of minimal multicast network...
Multicast trees can be shared across sources (shared trees) or may be source-specific (shortest path...
We formulate the problem of multicast tree generation as one of computing a directed Steiner tree of...
We present decentralized algorithms that compute minimum-cost subgraphs for establishing multicast c...
Given a telecommunication network with non-negative arc capacities, a special vertex called source, ...
The famous min-cut, max-flow theorem states that a source node can send a commodity through a networ...
We formulate bandwidth maximization problems in multicasting streaming data. Multicasting is used t...
This paper addresses the problem of designing a minimum cost network whose capacities are sufficient...
We formulate bandwidth maximization problems in multicasting streaming data. Multicasting is used to...
Abstract- An information theoretic upper bound on the information flow in discrete memoryless net-wo...
This paper studies the multicast problem in the multistage interconnection network (MIN) topology. A...
Abstract—Network coding encourages in-network mixing of information flows for enhanced network capac...
DOI
Add to ORKG