Constructing a minimum genus embedding of the complete tripartite graph Kn,n,1 for odd n☆
-
Add time:08/17/2019 Source:sciencedirect.com
We introduce a handle-inserting operation in order to construct a minimum genus embedding of the tripartite graph Kn,n,1 for odd n. The construction is used to solve the conjecture of Kurauskas that for odd n, Kn,n has an embedding of genus ⌈(n−1)(n−2)∕4⌉, such that one face is bounded by a Hamilton cycle. Such embeddings have an application to modeling road junctions with minimal number of bridges.
We also recommend Trading Suppliers and Manufacturers of N/A (cas 110683-72-2). Pls Click Website Link as below: cas 110683-72-2 suppliers
Prev:Research paperSynthesis of a novel N,N',N'-tetraacetyl-4,6-dimethoxyindole-based dual chemosensor for the recognition of Fe3+ and Cu2+ Ions
Next:Group gradings on the superalgebras M(m,n), A(m,n) and P(n)) - 【Back】【Close 】【Print】【Add to favorite 】
- Related Information
- A novel n-CeO2/n-CdO heterojunction nanocomposite for enhanced photodegradation of organic pollutants under visible light irradiation08/23/2019
- Crystal packing of a zinc(II)-azide complex with a N,N,S-tridentate thiosemicarbazone ligand: An experimental and computational study08/22/2019
- Humic acid as a biotechnological alternative to increase N-NO3- or N-NH4+ uptake in rice plants08/21/2019
- A combination theorem for PD(n)-pairs08/20/2019
- Calculation of the 6Li(n,n′γ)6Li and 7Li(n,n′γ)7Li cross sections up to 20 MeV neutron kinetic energy within a three-body approach08/19/2019
- Group gradings on the superalgebras M(m,n), A(m,n) and P(n)08/18/2019
- Research paperSynthesis of a novel N,N',N'-tetraacetyl-4,6-dimethoxyindole-based dual chemosensor for the recognition of Fe3+ and Cu2+ Ions08/16/2019
- Original articleA hierarchically zeolite Y for the N-heterocyclic compounds synthesis08/15/2019
