Noun:

पदवी,

snarks's Usage Examples:

The study of snarks had its origin in the.

Therefore, all snarks, bridgeless cubic graphs that require four edge colors, must be non-Hamiltonian, and many known snarks are hypohamiltonian.

In the mathematical field of graph theory, the Loupekine snarks are two snarks, both with 22 vertices and 33 edges.

second and third known snarks in 1946 (the Petersen graph was the first), triggering a new area of graph theory.

It turns out that snarks form the only difficult case of the cycle double cover conjecture: if the conjecture is true for snarks, it is true for any.

not have a Tait coloring are known as snarks.

However, some authors restrict snarks to graphs without 3-cycles and 4-cycles, and under this more restrictive.

As snarks, the flower snarks are connected, bridgeless.

They include the Petersen graph, Tietze"s graph, the Blanuša snarks, the flower snark, the double-star snark.

are multiple ways to perform this procedure, there are multiple Descartes snarks.

introduced two infinite families of snarks—the flower snark and the BDS snark, a family that includes the two Blanuša snarks, the Descartes snark and the Szekeres.

) In order to avoid trivial cases, snarks are often restricted to have girth at least 5.

graph theory, the flower snarks form an infinite family of snarks introduced by Rufus Isaacs in 1975.