Two-Class (r,k)-Coloring: Coloring with Service GuaranteesThe autho...
... Two-Class (r,k)- Coloring: Coloring with Service GuaranteesThe authors of this paper are ... alphabetically ordered. Two-Class (r, k)- Coloring:1 Coloring with Service Guarantees∗2 Pál András Papp3 ETH ... Two-Class (r,k)- Coloring: Coloring with Service GuaranteesThe authors of this paper are ... Two-Class (r,k)- Coloring: Coloring with Service GuaranteesThe authors of this paper are ... Two-Class (r,k)- Coloring: Coloring with Service GuaranteesThe authors of this paper are ...
Anonymous Networks: Randomization = 2-Hop Coloring
... Anonymous Networks: Randomization = 2-Hop Coloring Anonymous Networks: Randomization = 2-Hop ... Coloring Yuval Emek 1 Christoph Pfister 2 Jochen Seidel 2 Roger Wa�enhofer 2 1Technion – Faculty of ... Anonymous Networks: Randomization = 2-Hop Coloring ... Anonymous Networks: Randomization = 2-Hop Coloring Anonymous Networks: Randomization = 2-Hop ... Anonymous Networks: Randomization = 2-Hop Coloring ...
https://disco.ethz.ch/courses/fs19/podc/exercises/exercise3.pdf
... Reduction in Vertex- Coloring Exercise (1a) Design a single-round algorithm that transforms any given k ... - coloring of a graph with maximum degree ∆ into a k′- coloring for k′ = k − b k(∆+2)c, assuming k′ ≥ ∆ + 1 ... Reduction in Vertex- Coloring Exercise (1a) Design a single-round algorithm that transforms any given k ... - coloring of a graph with maximum degree ∆ into a k′- coloring for k′ = k − b k(∆+2)c, assuming k′ ≥ ∆ + 1 ...
https://disco.ethz.ch/courses/fs20/podc/exercises/exercise3.pdf
... Reduction in Vertex- Coloring Exercise (1a) Design a single-round algorithm that transforms any given k ... - coloring of a graph with maximum degree ∆ into a k′- coloring for k′ = k − b k(∆+2)c, assuming k′ ≥ ∆ + 1 ... Reduction in Vertex- Coloring Exercise (1a) Design a single-round algorithm that transforms any given k ... - coloring of a graph with maximum degree ∆ into a k′- coloring for k′ = k − b k(∆+2)c, assuming k′ ≥ ∆ + 1 ...
https://disco.ethz.ch/courses/fs19/podc/exercises/exercise4.pdf
... , Lower Bound for Locally-Minimal Coloring For a graph G = (V,E), a coloring φ : V → {1, 2, ..., Q} is ... called locally-minimal if it is a proper coloring, meaning that no two adjacent vertices v and u have φ(v ... , Lower Bound for Locally-Minimal Coloring For a graph G = (V,E), a coloring φ : V → {1, 2, ..., Q} is ... called locally-minimal if it is a proper coloring, meaning that no two adjacent vertices v and u have φ(v ...
https://disco.ethz.ch/courses/fs20/podc/exercises/exercise4.pdf
... , Lower Bound for Locally-Minimal Coloring For a graph G = (V,E), a coloring φ : V → {1, 2, ..., Q} is ... called locally-minimal if it is a proper coloring, meaning that no two adjacent vertices v and u have φ(v ... , Lower Bound for Locally-Minimal Coloring For a graph G = (V,E), a coloring φ : V → {1, 2, ..., Q} is ... called locally-minimal if it is a proper coloring, meaning that no two adjacent vertices v and u have φ(v ...
https://disco.ethz.ch/courses/fs18/podc/exercises/exercise4.pdf
... Reduction in Vertex- Coloring Exercise (1a) Design a single-round algorithm that transforms any given k ... - coloring of a graph with maximum degree ∆ into a k′- coloring for k′ = k − d k2(∆+1)e, assuming k′ ≥ ∆ + 1 ... Reduction in Vertex- Coloring Exercise (1a) Design a single-round algorithm that transforms any given k ... - coloring of a graph with maximum degree ∆ into a k′- coloring for k′ = k − d k2(∆+1)e, assuming k′ ≥ ∆ + 1 ...
https://people.inf.ethz.ch/gmohsen/DGA14/Notes/P01.pdf
... Coloring Design a single-round distributed vertex coloring algorithm for r-uniform hypergraphs with the ... . The maximum node-degree is at most ∆, i.e., ∀v ∈ V, |{e ∈ E|v ∈ e}| ≤ ∆. A legal k- coloring C of H is ... Coloring Design a single-round distributed vertex coloring algorithm for r-uniform hypergraphs with the ... . The maximum node-degree is at most ∆, i.e., ∀v ∈ V, |{e ∈ E|v ∈ e}| ≤ ∆. A legal k- coloring C of H is ...
https://disco.ethz.ch/courses/fs17/podc/exercises/exercise5.pdf
... Reduction in Vertex- Coloring Exercise (1a) Design a single-round algorithm that transforms any given k ... - coloring of a graph with maximum degree ∆ into a k′- coloring for k′ = k − d k2(∆+1)e, assuming k′ ≥ ∆ + 1 ... Reduction in Vertex- Coloring Exercise (1a) Design a single-round algorithm that transforms any given k ... - coloring of a graph with maximum degree ∆ into a k′- coloring for k′ = k − d k2(∆+1)e, assuming k′ ≥ ∆ + 1 ...
slide_olivetti
... slide_olivetti Locality of weak and not-so-weak coloring Dennis Olivetti Aalto University, Finland ... breaking in distributed computing arXiv:1811.01643 Locality of not-so-weak coloring arXiv:1904.05627 ... slide_olivetti Locality of weak and not-so-weak coloring Dennis Olivetti Aalto University, Finland ... breaking in distributed computing arXiv:1811.01643 Locality of not-so-weak coloring arXiv:1904.05627 ...
