116,564 research outputs found
Utah v. Helm : Brief of Appellant
No full textSTATE OF UTAH, Plaintiff-Respondent, v. ROY M. HELM, Defendant-Appellant, Case No. 1458
Idress Helm
No full textMarietta High School Students; studio portrait. Idress Helm (Orian, v. 19, 1937, p. 37)
Graf Garis dari Graf Helm dan Graf Helm Tertutup
No full textABSTRAK
Teori graf merupakan salah satu cabang ilmu matematika yang banyak digunakan, karena teori-teorinya dapat diterapkan pada cabang-cabang ilmu matematika yang lain atau untuk memecahkan masalah dalam kehidupan sehari-hari. Salah satu pokok bahasan dalam teori graf yang menarik adalah graf garis.
Graf G adalah pasangan himpunan (V, E) dengan V adalah himpunan tidak kosong dan berhingga dari obyek-obyek yang disebut sebagai titik dan E adalah himpunan (mungkin kosong) pasangan tak berurutan dari titik-titik berbeda di G yang disebut sebagai sisi. Graf G dengan V(G) adalah himpunan titik dan E(G) adalah himpunan sisi. Graf garis L(G) adalah graf dengan V(L(G))= E(G). Titik di L(G) akan terhubung langsung jika dan hanya jika sisi yang bersesuaian terhubung langsung di G.
Pada penelitian ini dibahas mengenai graf garis dari graf helm dengan anting- anting maksimal satu dengan order n ≥ 3 dan graf garis dari graf helm tertutup dengan anting-anting maksimal satu dengan order n ≥ 3 dengan n bilangan asli.
Berdasarkan hasil pembahasan dapat diperoleh kesimpulan bahwa bentuk umum untuk graf garis dari graf helm dengan order n ≥ 3 adalah (H n ) 3n, n 2 +11n , dimana graf garis dari graf helm mempunyai order 3n dan sisi sebanyak n + 11n . Sedangkan bentuk 2 umum untuk graf garis dari graf helm tertutup dengan order n ≥ 3 adalah ∧ L(H n ) 4 n, n 2 +17 n dimana graf garis dari graf helm tertutup mempunyai order 4n n 2 + 17n dan sisi sebanyak.
ABSTRACT
Graph theory is a branch of mathematics that is widely used, because of its theories can be applied to other mathematics branches or to solve problems in daily life. One subject of interest in graph theory is line graph.
Graph G is the set of pairs (V, E) with V is not empty and finite set of objects called vertices and E is the set (possibly empty) Unordered pair of distinct points in G is called side. Graph G with V (G) is the set point and E (G) is the set side. Line graph L (G) is a graph with V (L (G)) = E (G). Point in L (G) will be connected directly if and only if the corresponding connected directly in G.
In this study discussed about line graph of helmet graph with maximum earrings are one with order n ≥ 3 and line graph of closed helmet graph with maximum earrings are one with order n ≥ 3 with n is original numbers.
Based on the results of discussion, it can be concluded that the general shape of the line graph of helmet graph with order n ≥ 3 is L(H n ) 3n, n 2 +11n in which the line graph of helmet graph has order 3n and side n + 11n . While the general shape of the line 2 graph of closed helmet graph with order n ≥ 3 is ∧ L(H n ) 4 n, n 2 +17 n in which the line graph of closed helmet graph has order 4n and side n12 + 17n
The r-dynamic edge coloring of a closed helm graph
No full textAs a natural generalization of the classical coloring problem in graph theory, the dynamic coloring problem deals with the existence of a proper coloring c of a graph so that |c(N(v))| ≥ min{r, d (v)} for every vertex v . In this paper, we obtain the r-dynamic edge chromatic number of any given closed helm graph for any positive integer r. This coincides with the r-dynamic chromatic number of the line graph of a closed helm graph
author-bios-SRD-19-0063.R1 – Supplemental material for The Network Structure of Police Misconduct
No full textSupplemental material, author-bios-SRD-19-0063.R1 for The Network Structure of Police Misconduct by George Wood, Daria Roithmayr and Andrew V. Papachristos in Socius</p
HeLM: a macrophyte-based method for monitoring and assessment of Greek lakes
No full textZervas, D., Tsiaoussi, V. & Tsiripidis, I. HeLM: a macrophyte-based method for monitoring and assessment of Greek lakes. Environ Monit Assess 190, 326 (2018). https://doi.org/10.1007/s10661-018-6708-
Menon, V. — Field guide to Indian mammals. Christopher Helm, A& C Black Publishers Ltd, London. 2009
No full textErard Christian. Menon, V. — Field guide to Indian mammals. Christopher Helm, A& C Black Publishers Ltd, London. 2009. In: Revue d'Écologie (La Terre et La Vie), tome 65, n°2, 2010. pp. 189-190
104. Die Chronik des Hieronymus (GSC : Eusebius VIl), hrsg. v. R. Helm
No full textNautin Pierre. 104. Die Chronik des Hieronymus (GSC : Eusebius VIl), hrsg. v. R. Helm. In: Revue des Études Grecques, tome 100, fascicule 477-479, Juillet-décembre 1987. p. 529
104. Die Chronik des Hieronymus (GSC : Eusebius VIl), hrsg. v. R. Helm
No full textNautin Pierre. 104. Die Chronik des Hieronymus (GSC : Eusebius VIl), hrsg. v. R. Helm. In: Revue des Études Grecques, tome 100, fascicule 477-479, Juillet-décembre 1987. p. 529
Postillae sive enarrationes in evangelia, prout iuxta ritum sanctae ecclesiae per singulos dominicos dies distributa sunt, ab adventu usque ad pentecosten, non minus piae quam doctae, omnibus divini verbi praeconibus utilissimae : pars prima [-quarta]
No full text[Pars tertia angehängt] Passio domini nostri Iesu Christi secundum quatuor evangelistas, cum commentariis F. Francisci Polygraniauctore F. Francisco Polygrano Franciscano ; [hrsg. v. Heinrich Helm] ; [Beitr. v. Reiner Paping]Bogensignaturen: Band 1: *⁸, A-Z⁸, Aa-Bb⁸, A-Z⁸, Aa-Ee⁸, Ff⁴; Band 2: *⁸, A-Z⁸, Aa-Ff⁸, A-I⁸, K²; Band 3: A⁸, A-Z⁸, Aa-Zz⁸, Aaa-Ddd⁸Druckermarken
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