2013
Marbà, N., D. Krause-Jensen, T. Alcoverro, S. Birk, A. Pedersen, J.M Neto, S. Orfanidis, J. M Garmendia, I. Muxika, A. Borja, K. Dencheva and C. M. Duarte. 2013. Diversity of European seagrass indicators: Patterns within and across regions. Hydrobiologia 704:265–278.
Jordà, G., N. Marbà and Carlos M. Duarte. 2013. Climate warming and Mediterranean seagrass. Reply to C. Altaba. Nature Climate Change 3: 3–4.
Llabrés, M., S. Agustí, M. Fernández, A. Canepa, F. Maurin, F. Vidal, and C.M. Duarte. 2013. Impact of Elevated UVB Radiation on Marine Biota: a Meta-Analysis. Global Ecology and Biogeography 22: 131–144.
Duarte, C.M., A. Regaudie-de-Gioux, J. M. Arrieta, A. Delgado-Huertas, and S. Agustí. 2013. The oligotrophic ocean is heterotrophic. Annual Reviews of Marine Science 5: 551–569.
Holding, J.M., C.M. Duarte, J.M. Arrieta, A. Coello, P. Wassmann, and S. Agustí. 2013. Experimentally determined temperature thresholds for Arctic plankton community metabolism. Biogeosciences 10: 357–370.
Santana, C.N. de, A. F. Rozenfeld, P. A. Marquet, and C.M. Duarte. 2013. Topological properties of Polar food webs. Marine Ecology Progress-Series 474:15-26.
Alcaraz, M., R. Almeda, E. Saiz, A. Calbet, C. M. Duarte, S. Agustí, R. Santiago, and A. Alonso. 2013. Effects of temperature on the metabolic stoichiometry of Arctic zooplankton. Biogeosciences 10: 689-697, doi:10.5194/bg-10-689-2013
Vaquer-Sunyer, R., C. M. Duarte. 2013. Experimental evaluation of the response of coastal Mediterranean planktonic and benthic metabolism to warming. Estuaries and Coasts DOI 10.1007/s12237-013-9595-2.
Duarte, C.M, K. Pitt, C. Lucas, J. Purcell, S.-i. Uye, K. Robinson, L. Brotz, M. Beth Decker, K. R. Sutherland, A. Malek, L. Madin, H. Mianzan, J.- M. Gili, V. Fuentes, D. Atienza, F. Pagés, D. Breitburg , J. Malek, W. M. Graham and R. Condon. Is global ocean sprawl a cause of jellyfish blooms? Frontiers in Ecology and the Environment, 11: 91–97. http://dx.doi.org/10.1890/110246.
Agustí, S. and C.M Duarte. 2013. Phytoplankton lysis predicts dissolved organic carbon release in marine plankton communities. Biogeosciences 10, 1259–1264.
Duarte, C.M., I.E. Hendriks, T. S. Moore, Y. S. Olsen, A. Steckbauer, L. Ramajo, J. Carstensen, J. A. Trotter, and M. McCulloch. 2013. Is Ocean Acidification an Open-Ocean Syndrome? Understanding Anthropogenic Impacts on Seawater pH. Estuaries and Coasts 36: 221-236; DOI 10.1007/s12237-013-9594-3.
Vaquer-Sunyer, R., C. M. Duarte, J. Holding, A. Regaudie-de-Gioux, L. S. García-Corral, M. Reigstad and P. Wassmann. 2013. Erratum: Seasonal patterns in Arctic planktonic metabolism (Fram Strait - Svalbard region). Biogeosciences 10: 1451–1469.
Lasternas, S., Piedeleu, M., Sangrà, P., Duarte, C. M., and Agustí, S. 2013. Forcing of dissolved organic carbon release by phytoplankton by anticyclonic mesoscale eddies in the subtropical NE Atlantic Ocean. Biogeosciences, 10: 2129-2143
Hendriks, I.E., S. Tenan, G. Tavecchia, N. Marbà, G. Jordà, S. Deudero, E. Álvarez and C. M. Duarte. 2013. Boat anchoring impacts coastal populations of the pen shell, the largest bivalve in the Mediterranean. Biological Conservation 160: 105-113.
Regaudie-de-Gioux, A., and C. M. Duarte. 2013. Global patterns in oceanic planktonic metabolism. Limnology and Oceanography 58: 977–986.
Parmesan, C., M. Burrows, C.M. Duarte, E. Poloczanska, A. Richardson, D. Schoeman, and M. Singer. 2013. Beyond Climate Change Attribution in Conservation and Ecological Research. Ecology Letters 16: 58-71.
Kroeker, K.J., R. L. Kordas, R. Crim, I. E. Hendriks, L. Ramajo, G. S. Singh, C. M. Duarte, J.-P. Gattuso. 2013. Impacts of ocean acidification on marine organisms: quantifying sensitivities and interaction with warming. Global Change Biology 19, 1884–1896.
Mazarrasa, I., Y. S. Olsen, E. Mayol, N. Marbà, and C. M. Duarte. 2013. Rapid growth of seaweed biotechnology provides opportunities for developing nations. Nature Biotechnology 31: 591-592.
Lara, E., J. M. Arrieta, I. Garcia-Zarandona, J. A. Boras, C. M. Duarte, S. Agustí, P. F. Wassmann, and D. Vaqué. 2013. Experimental evaluation of the warming effect on viral, bacterial and protistan communities in two contrasting Arctic systems. Aquatic Microbial Ecology 70: 17–32.
Pitt KA, Duarte CM, Lucas CH, Sutherland KR, Condon RH, et al. 2013. Jellyfish Body Plans Provide Allometric Advantages beyond Low Carbon Content. PLoS ONE 8: e72683. doi:10.1371/journal.pone.0072683.
Poloczanska, E.S., C. J. Brown, W. J. Sydeman, W. Kiessling, D. S. Schoeman, P. J. Moore, K. Brander, J. F. Bruno, L. Buckley, M. T. Burrows, C. M. Duarte, B. S. Halpern, J. Holding, C. V. Kappel, M. I. O’Connor, J. M. Pandolfi, C. Parmesan, F. Schwing, S. A. Thompson, A.nthony J. Richardson. 2013. Global imprint of climate change on marine life. Nature Climate Change 3: 919-925.
Agawin, N.S.R., A. Tovar-Sanchez, De Zarruk, K.K, S. Agustí and C. M. Duarte. 2013. Variability in the abundance of Trichodesmium and nitrogen fixation activities in the subtropical NE Atlantic. J. Plankton Research, doi: 10.1093/plankt/fbt059.
Aires T, Serrão EA, Kendrick G, Duarte CM, Arnaud-Haond S. 2013. Invasion Is a Community Affair: Clandestine Followers in the Bacterial Community Associated to Green Algae, Caulerpa racemosa, Track the Invasion Source. PLoS ONE 8(7): e68429. doi:10.1371/journal.pone.0068429.
Vaqué, D., L. Alonso-Sáez, J. Arístegui, S. Agustí, C. M. Duarte, M.M. Sala, E.Vazquez-Dominguez, and J. M. Gasol. 2013. Bacterial production and losses along an open ocean productivity gradient in the Subtropical North East Atlantic Ocean. J. Plankton Research doi:10.1093/plankt/fbt085.
Duarte, C.M., T Sintes, N. Marbà. 2013. Assessing the CO2 capture potential of seagrass restoration projects. Journal of Applied Ecology doi: 10.1111/1365-2664.12155.
Calleja, M. Ll., C. M. Duarte, M.A Álvarez, R. Vaquer-Sunyer, S. Agustí, and G. J. Herndl (2013), Prevalence of strong vertical CO2 and O2 variability in the top meters of the ocean. Global Biogeochem. Cycles 27, doi:10.1002/gbc.20081.
García, R., M. Holmer, C. M. Duarte and N. Marbà. 2013. Global warming enhances sulphide stress in a key seagrass species (NW Mediterranean). Global Change Biology, DOI: 10.1111/gcb.12377.
Duarte, C.M., I. J. Losada, I. E. Hendriks, I. Mazarrasa, and N. Marbà. 2013. The Role of Coastal Plant Communities for Climate Change Mitigation and Adaptation. Nature Climate Change 3: 961-968, DOI: 10.1038/NCLIMATE1970.
Xavier, J.C., A. Barbosa, S. Agusti, L. Alonso-Sáez, P. Alvito, J. Ameneiro, C. Ávila, A. Baeta, J. Canário, R. Carmona, P. Catry, F. Ceia, M.S. Clark, F. J. Cristobo, B. Cruz, C. M. Duarte, B. Figuerola, J.-M. Gili, A.R. Gonçalves, F. J. L. Gordillo, J. P. Granadeiro, M. Guerreiro, E. Isla, C. Jiménez, P. J. López-González, S. Lourenço, J. C. Marques, E. Moreira, A. M. Mota, M. Nogueira, L. Núñez-Pons, C. Orejas, V. H. Paiva, A. Palanques, G. A. Pearson, C. Pedrós-Alió, A. L. Peña Cantero, D. M. Power, J. A. Ramos, S. Rossi, J. Seco, E.lisabet Sañe, E. A. Serrão, S. Taboada, S. Tavares, N. Teixidó, D. Vaqué, T. Valente, E. Vázquez, R. P. Vieira, B. Viñegla. 2013. Polar marine biology science in Portugal and Spain: Recent advances and future perspectives. J. Sea Research 83: 9-29.
Alongi, D.M., S. Bouillon, C.M. Duarte, Ramanathan, AI, and A.I. Robertson. 2013. Carbon and nutrient fluxes across tropical river-coastal boundaries in the Anthropocene. In: T. Bianchi (ed.), Biogeochemical Dynamics at Major River-Coastal Interfaces: Linkages with Global Change. Cambridge Univ. Press.
Duarte, C.M., K. A. Pitt and C.H. Lucas. Introduction: Understanding jellyfish blooms. p. 1-5, In: K.A. Pitt and C.H. Lucas (eds), Jellyfish Blooms. Springer, Dordrecht, DOI 10.1007/978-94-007-7015-7_1. ISBN 978-94-007-7015-7
Vihtakari, M., I.E. Hendriks, J. Holding, P. E. Renaud, C. M. Duarte, and J. N. Havenhand. 2013. Effects of ocean acidification and warming on sperm activity and early life stages of the mediterranean mussel (Mytilus galloprovincialis). Water 5: 1890-1915; doi:10.3390/w5041890
Horstkotte, B., C.M. Duarte and V. Cerdà (2013). Chip-On-Valve Concept: An Integrated Platform for Multisyringe Flow Injection Analysis: Application to Nitrite and Nitrate Determination in Seawater. Analytical Letters 46: 2345-2358.
Browman, H.I., et al. (incl. C.M. Duarte). 2013. Biological responses to ocean acidification, In: AMAP Assessment 2013: Arctic Ocean Acidification. Arctic Monitoring and Assessment Programme (AMAP), Oslo, Norway, 99 pp.
Massa, S.I., C.M. Paulino, E.A. Serrao, C.M Duarte and S. Arnaud-Haond. 2013. Entangled effects of allelic and clonal (genotypic) richness in the resistance and resilience of experimental populations of the seagrass Zostera noltii to diatom invasion. BMC Ecology 13:39, http://www.biomedcentral.com/1472-6785/13/39
Bonnet, S.a , Tovar-Sánchez, A.b, Panzeca, C.c, Duarte, C.M.d, Ortega-Retuerta, E.e, Sañudo-Wilhelmy, S.A.e. Geographical gradients of dissolved Vitamin B12 in the Mediterranean Sea. Frontiers in Microbiology. Volume 4, Issue JUN, 2013, Article 126., doi: 10.3389/fmicb.2013.00126
2014
Agustí, S., A. Regaudie-de-Gioux, J.M. Arrieta and C.M. Duarte. 2014. Consequences of UV-enhanced community respiration for plankton metabolic balance. Limnol. Oceanogr. 59: 223–232.
Hendriks, I. E., Olsen, Y. S., Ramajo, L., Basso, L., Steckbauer, A., Moore, T. S., Howard, J., and Duarte, C. M . 2014. Photosynthetic activity buffers ocean acidification in seagrass meadows, Biogeosciences, 11, 333-346, doi:10.5194/bg-11-333-2014.
Candeias, R., S. Teixeira, C.M. Duarte, and G.A. Pearson. 2014. Characterization of polymorphic microsatellite loci in the Antarctic krill Euphausia superba. BMC Research Notes 2014, 7:73 doi:10.1186/1756-0500-7-73.
Irigoien, X., T. Klevjer, A. Røstad, U. Martinez, G. Boyra, J.L. Acuña, A. Bode, F. Echevarria, J.I. González-Gordillo, S. Hernandez-Leon, S. Agusti, D. Aksnes, C.M. Duarte, and S. Kaartvedt. 2014. Large Mesopelagic Fishes Biomass and Trophic Efficiency in the Open Ocean. Nature Communications 5:3271 doi: 10.1038/ncomms4271.
Burrows, M.T., D. S. Schoeman, A, J. Richardson, J.G. Molinos, A. Hoffmann, L. B. Buckley, P. Moore, C. J. Brown, J. F. Bruno, C. M. Duarte, B. S. Halpern, O. Hoegh Guldberg, C. V. Kappel, W. Kiessling, M.I. O’Connor, J. M. Pandolfi, C. Parmesan, W. J. Sydeman, S. Ferrier, K. J. Williams, E. S. Poloczanska. 2014. Climate Velocity and Geographical Limits To Shifts In Species Distributions. Nature 507: 492–495.
Arístegui J, Duarte CM, Reche I, Gómez-Pinchetti JL (2014) Krill Excretion Boosts Microbial Activity in the Southern Ocean. PLoS ONE 9(2): e89391. doi:10.1371/journal.pone.0089391.
Arnaud-Haond, S, Y. Moalic, E. Hernandez Garcia, V. Eguiluz, F.Alberto, E. Serrao, C.M. Duarte. 2014. Disentangling the influence of mutation and migration in clonal seagrasses using the Genetic Distance Spectrum for microsatellites. Journal of Heredity doi:10.1093/jhered/esu015.
Vaqué, D., L. Alonso-Sáez, J. Arístegui, S. Agustí, C. M. Duarte, M.M. Sala, E.Vazquez-Dominguez, and J. M. Gasol. 2014. Bacterial production and losses along an open ocean productivity gradient in the Subtropical North East Atlantic Ocean. J. Plankton Research 36: 198–213. DOI: 10.1093/plankt/fbt085.
Lucas, C.H., D.O. B. Jones, C. J. Hollyhead, R. H. Condon, C. M. Duarte, W. M. Graham, K. L. Robinson, K. A. Pitt, M. Schildhauer, and J. Regetz. 2014. Gelatinous zooplankton biomass in the global oceans: geographic variation and environmental drivers. Global Ecology and Biogeography DOI: 10.1111/geb.12169.
Regaudie-de-Gioux, A., S. Agustí and C.M. Duarte. 2014. UV sensitivity of planktonic net community production in ocean surface waters. Journal of Geophysical Research – Biogeosciences DOI: 10.1002/2013JG002566.
Ruiz-Halpern, S., M.Ll. Calleja, J. Dachs, S. Del Vento, M. Pastor, M. Palmer, S. Agustí and C. M. Duarte. 2014. Ocean-atmosphere exchange of organic carbon and CO2 in the Antarctic Peninsula. Physical and biological controls. Biogeosciences 11, 2755-2770, doi:10.5194/bg-11-2755-2014.
Mazarrasa, I., Y.S. Olsen, E. Mayol, N. Marbà and C.M. Duarte. 2014. Global unbalance in seaweed production, research effort and biotechnology markets. Biotechnology Advances 10.1016/j.biotechadv.2014.05.002.
Marbá, N., E.Díaz-Almela and C.M. Duarte. 2014. Mediterranean seagrass (Posidonia oceanica) loss between 1842 and 2009. Biological Conservation 176: 183-190.
Regaudie-De-Gioux, A., S. Lasternas, S. Agustí, C.M. Duarte. 2014. Comparing marine primary production estimates through different methods and development of conversion equations. Frontiers in Marine Sciences 1:19. doi:10.3389/fmars.2014.00019.
Cózar, A., F. Echevarría, J. I. González-Gordillo, X. Irigoien, B. Úbeda, S. Hernández-León, A.T. Palma, S. Navarro, J. García-de-Lomas, Andrea Ruiz, M.L. Fernández-de-Puelles, and C. M. Duarte. 2014. Plastic debris in the open ocean. Proceedings of the National Academy of Sciences 111: 10239–10244; DOI: 10.1073/pnas.1314705111
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)
Este artículo fue portada en Proceedings of the National Academy of Sciences, y comentado en Science y muchos medios internacionales:
Kotwa, E., Lacorte, S., Duarte, C.M., Tauler, R. 2014. Investigation of Arctic and Antarctic spatial and depth patterns of sea water in CTD profiles using chemometric data analysis. Polar Science 8: 242-254.
Ruiz-Halpern, S., P. Echeveste, S. Agusti, and C.M. Duarte. 2014. Size-dependence of volatile and semi-volatile organic carbon content in phytoplankton cells. Frontiers in Marine Science 1:25. doi: 10.3389/fmars.2014.00025
González-Wangüemert, M., J. Costa, L. Basso, C.M. Duarte, E. Serrão, I. Hendriks. 2014. Highly polymorphic microsatellite markers for the Mediterranean endemic fan mussel Pinna nobilis. Mediterranean Marine Science 07/2014 DOI: 10.12681/mms.949.
Garcia-Corral, L.S., S. Agustí, A. Regaudie-de-Gioux, F. Iuculano, P. Carrillo-de-Albornoz, P. Wassmann and C.M. Duarte. 2014. Ultraviolet radiation enhances Arctic net plankton community production. Geophysical Res. Letters DOI: 10.1002/2014GL060553.
García-Corral, L.S., E. Barber, A. Regaudie-de-Gioux, S. Sal, J. Holding, S. Agustí, N. Navarro, P. Serret, P. Mozetič and C. M. Duarte. 2014. Temperature-dependence of planktonic metabolism in the Subtropical North Atlantic Ocean. Biogeosciences 11, 4529-4540.
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