Search Results - "Garijo, D."

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  1. 1

    Free vibration analysis of non-uniform Euler–Bernoulli beams by means of Bernstein pseudospectral collocation by Garijo, D.

    Published in Engineering with computers (01-10-2015)
    “…The eigenvalue problem related to the free vibration of Euler–Bernoulli beams of variable cross-section is solved using a collocation technique based on…”
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    Journal Article
  2. 2

    Global interpolating MLS shape functions for structural problems with discrete nodal essential boundary conditions by Garijo, D., Valencia, Ó. F., Gómez-Escalonilla, F. J.

    Published in Acta mechanica (01-07-2015)
    “…The moving least squares (MLS)-based element-free Galerkin method (EFGM) has been widely studied, yielding valuable results and becoming a robust mesh-free…”
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    Journal Article
  3. 3

    Monochromatic geometric k-factors for bicolored point sets with auxiliary points by Garijo, D., Garrido, M.A., Grima, C.I., Márquez, A., Moreno-González, A., Portillo, J.R., Reyes, P., Robles, R., Valenzuela, J.

    Published in Information processing letters (01-01-2014)
    “…Given a bicolored point set S, it is not always possible to construct a monochromatic geometric planar k-factor of S. We consider the problem of finding such a…”
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    Journal Article
  4. 4

    ccLAB: A Tool for Remote Verification of FPGA-based Circuits by Garijo, D., Senhadji, R.

    Published in Revista IEEE América Latina (01-03-2016)
    “…Prototyping boards based on modern Field Programmable Gate Array (FPGA) are ideal for teaching practice in digital design. The use of these prototyping boards…”
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    Journal Article
  5. 5

    Computing the Tutte polynomial of Archimedean tilings by Garijo, D., Gegúndez, M.E., Márquez, A., Revuelta, M.P., Sagols, F.

    Published in Applied mathematics and computation (01-09-2014)
    “…We describe an algorithm to compute the Tutte polynomial of large fragments of Archimedean tilings by squares, triangles, hexagons and combinations thereof…”
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    Journal Article
  6. 6

    Shortcut sets for plane Euclidean networks (Extended abstract) by Cáceres, J., Garijo, D., González, A., Márquez, A., Puertas, M.L., Ribeiro, P.

    Published in Electronic notes in discrete mathematics (01-10-2016)
    “…We study the problem of augmenting the locus Nℓ of a plane Euclidean network N by inserting iteratively a finite set of segments, called shortcut set, while…”
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    Journal Article
  7. 7

    PaCTS 1.0: A Crowdsourced Reporting Standard for Paleoclimate Data by Khider, D., Emile‐Geay, J., McKay, N. P., Gil, Y., Garijo, D., Ratnakar, V., Alonso‐Garcia, M., Bertrand, S., Bothe, O., Brewer, P., Bunn, A., Chevalier, M., Comas‐Bru, L., Csank, A., Dassié, E., DeLong, K., Felis, T., Francus, P., Frappier, A., Gray, W., Goring, S., Jonkers, L., Kahle, M., Kaufman, D., Kehrwald, N. M., Martrat, B., McGregor, H., Richey, J., Schmittner, A., Scroxton, N., Sutherland, E., Thirumalai, K., Allen, K., Arnaud, F., Axford, Y., Barrows, T., Bazin, L., Pilaar Birch, S. E., Bradley, E., Bregy, J., Capron, E., Cartapanis, O., Chiang, H.‐W., Cobb, K. M., Debret, M., Dommain, R., Du, J., Dyez, K., Emerick, S., Erb, M. P., Falster, G., Finsinger, W., Fortier, D., Gauthier, Nicolas, George, S., Grimm, E., Hertzberg, J., Hibbert, F., Hillman, A., Hobbs, W., Huber, M., Hughes, A. L. C., Jaccard, S., Ruan, J., Kienast, M., Konecky, B., Le Roux, G., Lyubchich, V., Novello, V. F., Olaka, L., Partin, J. W., Pearce, C., Phipps, S. J., Pignol, C., Piotrowska, N., Poli, M.‐S., Prokopenko, A., Schwanck, F., Stepanek, C., Swann, G. E. A., Telford, R., Thomas, E., Thomas, Z., Truebe, S., Gunten, L., Waite, A., Weitzel, N., Wilhelm, B., Williams, J., Williams, J. J., Winstrup, M., Zhao, N., Zhou, Y.

    Published in Paleoceanography and Paleoclimatology (01-10-2019)
    “…The progress of science is tied to the standardization of measurements, instruments, and data. This is especially true in the Big Data age, where analyzing…”
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    Journal Article
  8. 8

    TCR-ligand interactions are required for murine epidermal Vγ3Vδ1 T cell development by Witherden, Deborah, Garijo, Olivia D, Kelly, Ryan, Komori, H. Kiyomi, Havran, Wendy L

    Published in The Journal of immunology (1950) (01-05-2019)
    “…Abstract Dendritic epidermal T cells (DETC), which bear the Vγ3Vδ1 T cell receptor (TCR), are the exclusive T cell population resident in the murine epidermis…”
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    Journal Article
  9. 9

    Homomorphisms and Polynomial Invariants of Graphs by Garijo, D., Nešetřil, J., Revuelta, M.P.

    Published in Electronic notes in discrete mathematics (15-08-2007)
    “…This paper initiates a study of the connection between graph homomorphisms and the Tutte polynomial. This connection enables us to extend the study to other…”
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    Journal Article
  10. 10

    Monochromatic geometric k-factors in red-blue sets with white and Steiner points by Garijo, D., Garrido, M.A., Grima, C.I., Márquez, A., Moreno-González, A., Portillo, J.R., Reyes, P., Robles, R., Valenzuela, J.

    Published in Electronic notes in discrete mathematics (01-08-2009)
    “…We study the existence of monochromatic planar geometric k-factors on sets of red and blue points. When it is not possible to find a k-factor we make use of…”
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    Journal Article
  11. 11

    Common motifs in scientific workflows: An empirical analysis by Garijo, D., Alper, P., Belhajjame, K., Corcho, O., Gil, Y., Goble, C.

    “…While workflow technology has gained momentum in the last decade as a means for specifying and enacting computational experiments in modern science, reusing…”
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    Conference Proceeding
  12. 12

    Hypergraphs for computing determining sets of Kneser graphs by Cáceres, J, Garijo, D, González, A, Márquez, A, Puertas, M. L

    Published 14-11-2011
    “…A set of vertices $S$ is a \emph{determining set} of a graph $G$ if every automorphism of $G$ is uniquely determined by its action on $S$. The…”
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    Journal Article
  13. 13

    Hexagonal Tilings: Tutte Uniqueness by Garijo, D, Marquez, A, Revuelta, M. P

    Published 14-12-2005
    “…We develop the necessary machinery in order to prove that hexagonal tilings are uniquely determined by their Tutte polynomial, showing as an example how to…”
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    Journal Article
  14. 14

    Hexagonal Tilings and Locally C6 Graphs by Garijo, D, Gitler, I, Marquez, A, Revuelta, M. P

    Published 14-12-2005
    “…We give a complete classification of hexagonal tilings and locally C6 graphs, by showing that each of them has a natural embedding in the torus or in the Klein…”
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    Journal Article
  15. 15