<--- Back to Details
First PageDocument Content
Graph theory / Mathematics / Discrete mathematics / Degree / Graph / Orientation / Operad theory / Euler characteristic / Directed graph / Two-graph / Hanoi graph
Date: 2018-07-25 13:17:42
Graph theory
Mathematics
Discrete mathematics
Degree
Graph
Orientation
Operad theory
Euler characteristic
Directed graph
Two-graph
Hanoi graph

Proc. Int. Cong. of Math. – 2018 Rio de Janeiro, Vol–1260) LITTLE DISKS OPERADS AND FEYNMAN DIAGRAMS Thomas Willwacher

Add to Reading List

Source URL: eta.impa.br

Download Document from Source Website

File Size: 322,39 KB

Share Document on Facebook

Similar Documents

Intelligent Graph Layout Using Many Users’ Input Xiaoru Yuan, Member, IEEE, Limei Che, Yifan Hu and Xin Zhang Fig. 1. Two layouts that combine many users’ input sub-graphs using our Laplacian Constrained Distance Emb

Intelligent Graph Layout Using Many Users’ Input Xiaoru Yuan, Member, IEEE, Limei Che, Yifan Hu and Xin Zhang Fig. 1. Two layouts that combine many users’ input sub-graphs using our Laplacian Constrained Distance Emb

DocID: 1v9QL - View Document

Pursuit evasion on infinite graphs Florian Lehner∗ January 11, 2016 The cop-and-robber game is a game between two players, where one tries to catch the other by moving along the edges of a graph. It is well known

Pursuit evasion on infinite graphs Florian Lehner∗ January 11, 2016 The cop-and-robber game is a game between two players, where one tries to catch the other by moving along the edges of a graph. It is well known

DocID: 1u8zh - View Document

SHORTEST PATHS IN THE TOWER OF HANOI GRAPH AND FINITE AUTOMATA DAN ROMIK Abstract. We present efficient algorithms for constructing a shortest path between two configurations in the Tower of Hanoi graph, and for computin

SHORTEST PATHS IN THE TOWER OF HANOI GRAPH AND FINITE AUTOMATA DAN ROMIK Abstract. We present efficient algorithms for constructing a shortest path between two configurations in the Tower of Hanoi graph, and for computin

DocID: 1tF3N - View Document

GLOBAL STRUCTURAL PROPERTIES OF RANDOM GRAPHS JASON BEHRSTOCK, VICTOR FALGAS-RAVRY, MARK F. HAGEN, AND TIM SUSSE Abstract. We study two global structural properties of a graph Γ, denoted AS and CFS, which arise in a nat

GLOBAL STRUCTURAL PROPERTIES OF RANDOM GRAPHS JASON BEHRSTOCK, VICTOR FALGAS-RAVRY, MARK F. HAGEN, AND TIM SUSSE Abstract. We study two global structural properties of a graph Γ, denoted AS and CFS, which arise in a nat

DocID: 1sDBa - View Document

Algorithms and Data Structures Winter TermExercises for UnitConsider a bipartite graph G = (A ∪ B, E). • Let M1 and M2 be two matchings in G. Show that there is always a matching that

Algorithms and Data Structures Winter TermExercises for UnitConsider a bipartite graph G = (A ∪ B, E). • Let M1 and M2 be two matchings in G. Show that there is always a matching that

DocID: 1sjuw - View Document