[PDF] Top 20 LA SEGREGACIÓN DE LOS POBRES EN LAS CIUDADES: UN TEMA CRÍTICO PARA CHILE
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On \(k\)-graceful labeling of pendant edge extension of complete bipartite graphs
... + k + i − 1 = mn + m + n + k − j − (k + r + n(j − 1)), which simplifies to n(k + r + i + j − m − 2) = m + 1 − ...know k + r = nq, we easily arrive at q = (m + 1 − j)/n + m + 2 − i − j ∈ ... See full document
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Edge even graceful labeling of some graphs
... where k = max(p, q). The graph that admits an edge even graceful labeling is called an edge even graceful ...an edge even graceful labeling of the Peterson ... See full document
7
Super Edge-antimagic Graceful labeling of Graphs
... -edge-antimagic graceful labeling of G if the edge-weights w(xy) = |g(x) + g(y) − g(xy)|, xy ∈ E(G), form an arithmetic progression starting from a and having a common difference ... See full document
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Odd Graceful Labeling of the Revised Friendship Graphs
... each edge xy is assigned the label or weight | (x) - (y)|, the resulting edge labels are {1, 3, 5, …, ...odd graceful graphs lies between the class of graphs with α-labelings and ... See full document
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Bipartite Toughness and k Factors in Bipartite Graphs
... a complete graph so that wG − S is always equal to 1, then tG is set to be ...integer k > 1, G cannot be split into k connected components by removing less than k · tG ... See full document
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The embedding of complete bipartite graphs onto grids with a minimum grid cutwidth
... The embedding of complete bipartite graphs onto grids with a The embedding of complete bipartite graphs onto grids with a minimum grid cutwidth.. minimum grid cutwidth.[r] ... See full document
369
Graceful Labeling of Some Theta Related Graphs
... are graceful, has been the focus of many ...be graceful are caterpillars, trees with at most 4-end vertices, trees with diameter at most 5, trees with at most 35 vertices, symmetrical trees, regular olive ... See full document
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Vol 8, No 10 (2017)
... pendent edge to each vertex of C n ) if and only if n is even ; the disjoint union of copies of C 4 ; the one-point union of copies of C 4 ; C n × K 2 if and only if n is even; caterpillars; rooted trees of ... See full document
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Some Graph Labelings on Middle Graph of Extended Duplicate Graph of a Path
... valued edge labeling such that distinct edges have distinct non- negative labels which satisfies the condition that the sum of the labels of the edges incident to a particular vertex is the same for all ... See full document
8
Some Adjacent Edge Graceful Graphs
... Theorem 2.6. The graph K 2 + mK 1 is not an adjacent edge graceful graph. Proof: Let G = K 2 + mK 1 . Let V ( G ) = { u , v , w i : 1 ≤ i ≤ m } . Let E ( G ) = { e i = uw i , e m + i = vw i : ... See full document
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Super Pair Sum Labeling of Graphs
... A graph G with p vertices and q edges is said to have a super pair sum labeling if there exists a bijection f from V (G) ∪ E(G) to {0, ±1, ±2, . . . , ±( p+q−1 2 )} when p + q is odd and from V (G) ∪ E(G) to {±1, ... See full document
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Vol 7, No 11 (2016)
... are graceful. Barrientos [2002] investigated graceful labelings for chain and corona ...easiest graceful labeling of olive ...the graceful labeling for the union of cycle and ... See full document
22
Super Face Anti-magic Labeling of Subdivided Prism Graph
... antimagic labeling of type (1, 1, 1) for d ∈ {2, 4, 5, 6}. The d-antimagic labeling of type (1, 1, 1) for D n and for several n 7 are described in ... See full document
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Uniform set labeling vertices to ensure adjacency coincides with disjointness
... NP Complete. The problem of finding a vertex labeling for an arbitrary graph using distinct sets for different vertices and all its standard variants we have listed are NP ...NP Complete [4] [5]. ... See full document
154
Fibonacci Product Cordial Labelling of some Graphs
... graph labeling vertices or edges or both assigned values subject to certain ...of labeling. More number of labeling techniques found their starting point from graceful labeling ... See full document
6
Odd Graceful Labeling of Some New Type of Graphs
... graph labeling and graceful graphs was introduced by ...odd graceful graphs and she has proved many ...and graphs obtained fromthem by subdividing each step exactly ...graph ... See full document
5
Missing Numbers in K Graceful Graphs
... in labeling to vertices of set are in increasing sequence beginning with , while numbers being used in labeling to vertices of set are in decreasing sequence beginning with ... See full document
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Graceful labeling of arrow graphs and double arrow graphs
... [1] A.Rosa, on certain valuation of graph, theory of graphs(Rome,july1966), Golden and Breach, N.Y. In: Graph Theory and computing (R.C.Read.Ed.) Academic press.[r] ... See full document
22
On Graceful Labeling of Some Bicyclic Graphs
... labeled graphs here. Labeled graphs form useful models for a wide range of applications such as coding theory, X-ray crystallography, radar, astronomy, circuit design, communication network addressing and ... See full document
28
NEW RESULTS ON SUPER EDGE MAGIC DEFICIENCY OF KITE GRAPHS
... An edge magic labeling of a graph G is a bijection λ : V (G) ∪ E(G) → {1, 2, ...every edge uv ∈ E(G). The concept of edge magic deficiency was introduce by Kotzig and ...super edge ... See full document
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