Quadrilateral snake graph
http://www.ijmttjournal.org/2024/Volume-51/number-6/IJMTT-V51P552.pdf TīmeklisConic Sections: Parabola and Focus. example. Conic Sections: Ellipse with Foci
Quadrilateral snake graph
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TīmeklisDefinition 2.7. A double quadrilateral snake graph D(Q n) is obtained from two quadrilateral snakes that have a common path. Definition 2.8. An alternate double quadrilateral snake graph AD(Q n) is obtained from two alternative quadrilateral snakes that have a common path. 3.MainResults Theorem 3.1. Any triangular snake … Tīmeklis2024. gada 26. marts · quadrilateral snake graph, alternate quadrilateral snake graph and double alternate quadrilateral snake graph. 1. Introduction In graph theory, graph labeling has a wide area. It has a well-built connection among numbers and the structure of the graph. It was introduced by Rosa in 1967 [10]. Labeling is a function …
Tīmeklis2016. gada 1. marts · Request PDF On Mar 1, 2016, T. Manjula and others published Dominator coloring of Quadrilateral Snake, Triangle Snake graph and Barbell … http://www.irphouse.com/ijmr/ijmrv6n2_09.pdf
TīmeklisFrom the above two cases, the quadrilateral snake graph QS m,∀m, by definition of cordiallabeling, theverticesset V0 = V1 andtheedgesset E0 = E1. Hencethesegraphs are called Cordial graph. 2. CordiallabelingofthegraphG = C 4r ×tP n, ∀r,t ≥ 1 andn>1 The graph G is a graph generated from by gluing of cycle graph and path graph. In Tīmeklis2024. gada 19. maijs · A strong edge-coloring of a graph G is a proper edge-coloring such that every color class induces a matching. In this paper, we discuss the strong chromatic index of a cycle on k vertices and use the result to calculate the strong chromatic index of (m,n)k-gon snake graphs which generalize the families of …
TīmeklisQuadrilateral Snake - In this paper, we were going to deal with Snake graphs in specific, Alternate Triangular and Alternate Quadrilateral Snake graphs. [1] We …
TīmeklisA Quadrilateral snake Qn is a graph obtained by replacing each edge of a path Pn by a cycle of length 4. An alternate quadrilateral snake AQn is obtained from the path Pn by replacing its alternate edges with C4. Proposition 1. (i) Yh(Qn) = < ( … flights from haiti to paris timeTīmeklis2024. gada 1. febr. · The proper lucky number of graph G is denoted by η p (G). Here we obtain a lucky number and proper lucky number for family of quadrilateral snake … flights from haiti to belizeTīmeklis2024. gada 29. marts · In this paper, we investigate the rainbow connection number of + graph, Alternative Double triangular snake graph, quadrilateral snake graph and … flights from hakodate to osakaTīmeklisof the central graph of k- quadrilateral snake and k- alternate quadrilateral snake, where the k-quadrilateral snake graph k(Q n) consists of k quadrilateral snakes … cherifi anaisTīmeklis2024. gada 19. marts · Consider double quadrilateral snake graph Q as shown in Fig. 8-a, b. To get the chromatic number and colour the vertices as To get the chromatic number and colour the vertices as Fig. 8 flights from haj to ievTīmeklis2024. gada 2. nov. · A quadrilateral pleated snake graph C 4 2 is a graph obtained from vertices u 0, u, and v by joining every u 0 and u to new vertices u i and joining every u 0 and v to new vertices v i with 1 ≤ i ≤ 2 m + 2. In this paper, we study edge odd graceful labeling for the following families of snake graphs such as triangular snake … flights from haiti to miami todayTīmeklisDefinition :2.5 Extended duplicate graph of quadrilateral snake Let DG = (V 1,E 1) be a duplicate graph of the quadrilateral snake graph G(V,E). Extended duplicate graph of quadrilateral snake graph is obtained by adding the edge v 2 to the duplicate graph and it is denoted by EDG (QS m). Clearly it has 6m+2 vertices and 8m+1 edges, … flights from haj to cph