Heavy Paths and Cycles in Weighted Graphs and Related Topics

2 A Hamiltonian tree of faces in the spherical Cayley map of the Cayley graph of S 4 giving rise to a Hamiltonian cycle, the associated modified hexagon graph Mod H (X) shown in

Theorem 5 was the first result that really showed that Gorenstein liaison is a theory about divisors on arithmetically Cohen-Macaulay schemes, just as Hartshorne [50] had shown that

Polynomials (2.1) satisfy the following very useful identity originally formulated for so called contin- uous q − Hermite polynomials h n (can be found in e.g.. First assertions

&BSCT. Let C, S and K be the classes of convex, starlike and close-to-convex functions respectively. Its basic properties, its relationship with other subclasses of S,

(The Elliott-Halberstam conjecture does allow one to take B = 2 in (1.39), and therefore leads to small improve- ments in Huxley’s results, which for r ≥ 2 are weaker than the result

Stevi´c, “On a new integral-type operator from the Bloch space to Bloch-type spaces on the unit ball,” Journal of Mathematical Analysis and Applications, vol. Hu, “Extended

In Section 3 using the method of level sets, we show integral inequalities comparing some weighted Sobolev norm of a function with a corresponding norm of its symmetric

We observe that the elevation of the water waves is in the form of traveling solitary waves; it increases in amplitude as the wave number increases k, as shown in Figures 3a–3d,