Now showing items 1-15 of 15

    • Expressed sequence tags (ESTs) from immune tissues of turbot (Scophthalmus maximus) challenged with pathogens 

      Gómez Pardo, María Belén; Fernández López, José Carlos; Millán Pérez, Adrián; Bouza Fernández, María Carmen; Vázquez López, Araceli; Vera Rodríguez, Manuel; Álvarez Dios, José Antonio; Calaza Cabanas, Manuel; Gómez Tato, Antonio; Vázquez Ruiz de Ocenda, María; Cabaleiro, Santiago; Magariños Ferro, Beatriz; Lemos Ramos, Manuel Luís; Leiro Vidal, José Manuel; Martínez Portela, Paulino (BMC, 2008)
      Background: The turbot (Scophthalmus maximus; Scophthalmidae; Pleuronectiformes) is a flatfish species of great relevance for marine aquaculture in Europe. In contrast to other cultured flatfish, very few genomic resources ...
    • Isoparametric hypersurfaces in Damek–Ricci spaces 

      Díaz Ramos, José Carlos; Domínguez Vázquez, Miguel (Elsevier, 2013-06-01)
      We construct uncountably many isoparametric families of hypersurfaces in Damek-Ricci spaces. We characterize those of them that have constant principal curvatures by means of the new concept of generalized Kähler angle. ...
    • Embedding Theorems for the Dunkl Harmonic Oscillator on the Line 

      Álvarez López, Jesús Antonio; Calaza Cabanas, Manuel (National Academy of Science of Ukraine, 2014)
      Embedding results of Sobolev type are proved for the Dunkl harmonic oscillator on the line.
    • A Perturbation of the Dunkl Harmonic Oscillator on the Line 

      Álvarez López, Jesús Antonio; Calaza Cabanas, Manuel; Franco, Carlos (National Academy of Science of Ukraine, 2015)
      Let Jσ be the Dunkl harmonic oscillator on R (σ>−1/2. For 0<u<1 and ξ>0, it is proved that, if σ>u−1/2, then the operator U=Jσ+ξ|x|−2u, with appropriate domain, is essentially self-adjoint in L2(R,|x|2σdx), the Schwartz ...
    • Whole genome sequencing of turbot (Scophthalmus maximus; Pleuronectiformes): A fish adapted to demersal life 

      Figueras, Antonio; Robledo Sánchez, Diego; Corvelo, André; Hermida Prieto, Miguel; Pereiro, Patricia; Rubiolo Gaytán, Juan Andrés; Gómez Garrido, Jèssica; Carreté, Laia; Bello Paderne, Xabier; Gut, Marta; Marcet-Houben, Marina; Forn-Cuní, Gabriel; Galán, Beatriz; García López, José Luis; Abal Fabeiro, José Luis; Gómez Pardo, María Belén; Taboada Penoucos, Xoana; Fernández López, José Carlos; Vlasova, Anna; Hermoso Pulido, Toni; Guigo, Roderic; Álvarez Dios, José Antonio; Gómez Tato, Antonio; Viñas Díaz, Ana María; Maside Rodríguez, Xulio; Gabaldón, Toni; Novoa, Beatriz; Bouza Fernández, María Carmen; Alioto, Tyler; Martínez Portela, Paulino (Oxford University Press, 2016)
      The turbot is a flatfish (Pleuronectiformes) with increasing commercial value, which has prompted active genomic research aimed at more efficient selection. Here we present the sequence and annotation of the turbot genome, ...
    • Exploring the topological sources of robustness against invasion in biological and technological networks 

      Alcalde Cuesta, Fernando; González Sequeiros, Pablo; Lozano Rojo, Álvaro (Nature Publishing Group, 2016-02-10)
      For a network, the accomplishment of its functions despite perturbations is called robustness. Although this property has been extensively studied, in most cases, the network is modified by removing nodes. In our approach, ...
    • Vaccine-induced modulation of gene expression in turbot peritoneal cells. A microarray approach 

      Fontenla Iglesias, Francisco; Blanco Abad, Verónica; Gómez Pardo, María Belén; Folgueira López, Iria; Noia Guldrís, Manuel; Gómez Tato, Antonio; Martínez Portela, Paulino; Leiro Vidal, José Manuel; Lamas Fernández, Jesús (Elsevier, 2016-06-22)
      We used a microarray approach to examine changes in gene expression in turbot peritoneal cells after injection of the fish with vaccines containing the ciliate parasite Philasterides dicentrarchi as antigen and one of ...
    • H-Galois extensions with normal basis for weak Hopf algebras 

      Alonso Álvarez, José Nicanor; Fernández Vilaboa, José Manuel; González Rodríguez, Ramón (International Electronic Journal of Algebra, 2017)
      Let H be a weak Hopf algebra and let A be an H-comodule algebra with subalgebra of coinvariants AH. In this paper we introduce the notion of H-Galois extension with normal basis and we prove that AH ,→ A is an H-Galois ...
    • The group of strong Galois objects associated to a cocommutative Hopf quasigroup 

      Alonso Álvarez, José Nicanor; Fernández Vilaboa, José Manuel; González Rodríguez, Ramón (Korean Mathematical Society, 2017)
      Let H be a cocommutative faithfully flat Hopf quasigroup in a strict symmetric monoidal category with equalizers. In this paper we introduce the notion of (strong) Galois H-object and we prove that the set of isomorphism ...
    • Suppressors of selection 

      Alcalde Cuesta, Fernando; González Sequeiros, Pablo; Lozano Rojo, Álvaro (Public Library of Science, 2017-07)
      Inspired by recent works on evolutionary graph theory, an area of growing interest in mathematical and computational biology, we present examples of undirected structures acting as suppressors of selection for any fitness ...
    • A method for validating Rent’s rule for technological and biological networks 

      Alcalde Cuesta, Fernando; González Sequeiros, Pablo; Lozano Rojo, Álvaro (Springer Nature, 2017-07-14)
      Rent’s rule is empirical power law introduced in an effort to describe and optimize the wiring complexity of computer logic graphs. It is known that brain and neuronal networks also obey Rent’s rule, which is consistent ...
    • Evolutionary regime transitions in structured populations 

      Alcalde Cuesta, Fernando; González Sequeiros, Pablo; Lozano Rojo, Álvaro (PLOS, 2018)
      The evolutionary dynamics of a finite population where resident individuals are replaced by mutant ones depends on its spatial structure. Usually, the population adopts the form of an undirected graph where the place ...
    • Applications of PDEs to the study of affine surface geometry 

      Gilkey, P.; Valle Regueiro, Xabier (Mathematical Society of Serbia, 2019)
      If M=(M,∇) is an affine surface, let Q(M):=ker(H+1m−1ρs) be the space of solutions to the quasi-Einstein equation for the crucial eigenvalue. Let M~=(M,∇~) be another affine structure on M which is strongly projectively ...
    • New insights into the Manila clam – Perkinsus olseni interaction based on gene expression analysis of clam hemocytes and parasite trophozoites through in vitro challenges 

      Hasanuzzaman, Abul Farah Md; Cao Hermida, María Asunción; Ronza, Paolo; Fernández Boo, Sergio; Rubiolo Gaytán, Juan Andrés; Robledo Sánchez, Diego; Gómez Tato, Antonio; Álvarez Dios, José Antonio; Gómez Pardo, María Belén; Villalba García, Antonio; Martínez Portela, Paulino (Elsevier, 2020)
      The Manila clam (Ruditapes philippinarum) is the bivalve species with the highest global production from both fisheries and aquaculture, but its production is seriously threatened by perkinsosis, a disease caused by the ...
    • Codimension one Ricci soliton subgroups of solvable Iwasawa groups 

      Domínguez Vázquez, Miguel; Sanmartín López, Víctor; Tamaru, Hiroshi (Elsevier, 2021)
      Recently, Jablonski proved that, to a large extent, a simply connected solvable Lie group endowed with a left-invariant Ricci soliton metric can be isometrically embedded into the solvable Iwasawa group of a non-compact ...





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