Results 231 to 240 of about 9,500 (263)

Specialization of Sesquiterpene Lactone Metabolites in <i>Liriodendron</i> Plant Defense. [PDF]

J Nat Prod
Chen S, Al Kinani S, Horyn O, Galliano C, Srivastava E, Rowley DC, Ramsey KM, Mathur D, Bertin MJ.   +8 more
europepmc   +1 more source

Fully automated segmentation of [18F]FDG- and PSMA-PET/CT images via data-centric Deep-Learning.

Pires M, Gutschmayer S, Bergalla E, Chauvie S, Amereller D, Abenavoli E, Lazarevic A, Wegrzyn N, Richter P, Tibu I, Miller K, Kersting D, Kim M, Dexl J, Ingrisch M, Cyran CC, Heimer M, Kazazi M, Callahan J, Hicks R, Ochoa E, Benecke J, Schmidt F, Sciagra R, Auriac J, Seban-David R, Orlhac F, Buvat I, Siegmund SC, Widjaja L, Werner RA, Santo G, Kronthaler A, Virgolini IJ, Abdelhafez YG, Nalbant H, Cheon M, Badawi RD, Li A, Vehmanen A, Kemppainen J, Klén R, Beyer T, Sundar LKS.   +43 more
europepmc   +1 more source

Spatially Resolved Reaction–Diffusion Modeling Reveals Effects of Intracellular Spatial Heterogeneity on Yeast Galactose Network Dynamics

Wu T, Spindler M, Apsley AT, Earnest E, Thornburg ZR, Mahamid J, Luthey-Schulten Z.   +6 more
europepmc   +1 more source

Walrus Population-specific Marine Reservoir Offsets (ΔR) for Calibration of Radiocarbon Dates: Implications for Arctic Chronologies and Medieval Trade

Philippsen B, Dierickx K, Falahati-Anbaran M, Kunisch EH, Royle TC, Sabin R, Barrett JH.   +6 more
europepmc   +1 more source

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Signed Ramsey Numbers

Graphs and Combinatorics, 2023
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Mohammed A. Mutar, Vaidy Sivaraman, Daniel C. Slilaty   +2 more
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On ramsey numbers for books

Journal of Graph Theory, 1978
AbstractFor n = 1, 2, …, let Bn = K2 + K̄n. We pose the problem of determining the Ramsey numbers r(Bm, Bn) and demonstrate that in many cases critical colorings are avialable from known examples of strongly regular graphs.
Cecil C. Rousseau, J. Sheehan
openaire   +1 more source

Induced Ramsey Numbers

COMBINATORICA, 1998
The induced Ramsey number \(r_{\text{ind}}(G,H)\), is the smallest possible order of a graph \(F\) with the property that if the edges of \(F\) are \(2\)-colored, there is an induced subgraph of \(G\) in the first color or \(H\) in the second color.
Yoshiharu Kohayakawa, Hans Jürgen Prömel, Vojtech Rödl   +2 more
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A bipartite Ramsey number

Graphs and Combinatorics, 1991
Denote by \(br(G;k)\) the \(k\)-color bipartite Ramsey number of a bipartite graph \(G\), i.e. the minimum integer \(n\) such that in any \(k\)-coloring of the edges of \(K_{n,n}\) there is a monochromatic subgraph isomorphic to \(G\). In this note the author proved that \(br(C_ 4;3)=11\).
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Distance ramsey numbers

Doklady Mathematics, 2013
A graph is a distance graph in \(R^d,\) the \(d\)-dimension Euclidean space, if its vertices can be associated with different points of \(R^d\) such that any pair of adjacent vertices of such a graph corresponds to a pair of points a unit distance apart.
Kupavskii, A. B., Titova, M. V.
openaire   +2 more sources