{ "labelLang" : "hun", "responseDate" : "2024-03-28 14:38", "content" : { "otype" : "JournalArticle", "mtid" : 26658262, "status" : "ADMIN_APPROVED", "published" : true, "comment" : "Institute of Earth Surface Dynamics (IDYST), University of Lausanne, Lausanne, 1015, Switzerland \n Centre for Research and Technology of Agro-Environment and Biological Sciences, CITAB, University of Trás-os-Montes and Alto Douro, UTAD, Quinta de Prados, Vila Real, 5000-801, Portugal \n Instituto Dom Luiz, IDL, Faculdade de Ciências da Universidade de Lisboa, Campo Grande, Edifício C8, Piso 3, Lisboa, 1749-016, Portugal \n Cited By :2 \n Export Date: 27 November 2019 \n CODEN: PHYAD \n Correspondence Address: Kanevski, M.; Institute of Earth Surface Dynamics (IDYST), University of LausanneSwitzerland; email: Mikhail.Kanevski@unil.ch", "unhandledTickets" : 0, "oldTimestamp" : "2018-02-28T15:26:13.000+0000", "deleted" : false, "oldId" : 16658262, "lastRefresh" : "2022-12-21T15:29:06.948+0000", "lastModified" : "2018-02-28T15:26:13.000+0000", "created" : "2017-06-28T13:10:04.000+0000", "creator" : { "otype" : "Admin", "mtid" : 10019782, "link" : "/api/admin/10019782", "label" : "Csámer Iván (ELTE TTK kari admin 5)", "familyName" : "Csámer", "givenName" : "Iván", "published" : true, "oldId" : 10019782, "snippet" : true }, "lastDuplumSearch" : "2022-12-21T15:27:46.953+0000", "adminApproved" : "2018-02-28T15:26:13.000+0000", "adminApprover" : { "otype" : "Admin", "mtid" : 10003133, "link" : "/api/admin/10003133", "label" : "Boros Annamária (MTMT Központi admin)", "familyName" : "Boros", "givenName" : "Annamária", "published" : true, "oldId" : 10003133, "snippet" : true }, "core" : false, "citation" : true, "publicationPending" : false, "type" : { "otype" : "PublicationType", "mtid" : 24, "link" : "/api/publicationtype/24", "label" : "Folyóiratcikk", "code" : 24, "otypeName" : "JournalArticle", "listPosition" : 1, "published" : true, "oldId" : 24, "snippet" : true }, "subType" : { "otype" : "SubType", "mtid" : 10000059, "link" : "/api/subtype/10000059", "label" : "Szakcikk (Folyóiratcikk)", "name" : "Szakcikk", "nameEng" : "Article", "docType" : { "otype" : "PublicationType", "mtid" : 24, "link" : "/api/publicationtype/24", "label" : "Folyóiratcikk", "code" : 24, "otypeName" : "JournalArticle", "listPosition" : 1, "published" : true, "oldId" : 24, "snippet" : true }, "listPosition" : 101, "published" : true, "oldId" : 10000059, "snippet" : true }, "category" : { "otype" : "Category", "mtid" : 1, "link" : "/api/category/1", "label" : "Tudományos", "published" : true, "oldId" : 1, "snippet" : true }, "languages" : [ { "otype" : "Language", "mtid" : 10002, "link" : "/api/language/10002", "label" : "Angol", "name" : "Angol", "nameEng" : "English", "published" : true, "oldId" : 2, "snippet" : true } ], "firstAuthor" : "Kanevski, M", "authorships" : [ { "otype" : "PersonAuthorship", "mtid" : 68342968, "link" : "/api/authorship/68342968", "label" : "Kanevski, M", "listPosition" : 1, "share" : 0.0, "first" : true, "last" : false, "familyName" : "Kanevski", "givenName" : "M", "authorTyped" : true, "editorTyped" : false, "otherTyped" : false, "type" : { "otype" : "AuthorshipType", "mtid" : 1, "link" : "/api/authorshiptype/1", "label" : "Szerző", "code" : 0, "published" : true, "oldId" : 0, "snippet" : true }, "published" : false, "oldId" : 138723799, "snippet" : true }, { "otype" : "PersonAuthorship", "mtid" : 68342969, "link" : "/api/authorship/68342969", "label" : "Pereira, MG", "listPosition" : 2, "share" : 0.0, "first" : false, "last" : true, "familyName" : "Pereira", "givenName" : "MG", "authorTyped" : true, "editorTyped" : false, "otherTyped" : false, "type" : { "otype" : "AuthorshipType", "mtid" : 1, "link" : "/api/authorshiptype/1", "label" : "Szerző", "code" : 0, "published" : true, "oldId" : 0, "snippet" : true }, "published" : false, "oldId" : 138723798, "snippet" : true } ], "title" : "Local fractality: The case of forest fires in Portugal", "identifiers" : [ { "otype" : "PublicationIdentifier", "mtid" : 12625871, "link" : "/api/publicationidentifier/12625871", "label" : "DOI: 10.1016/j.physa.2017.02.086", "source" : { "otype" : "PlainSource", "mtid" : 6, "link" : "/api/publicationsource/6", "label" : "DOI", "type" : { "otype" : "PublicationSourceType", "mtid" : 10001, "link" : "/api/publicationsourcetype/10001", "label" : "DOI", "mayHaveOa" : true, "published" : true, "snippet" : true }, "name" : "DOI", "nameEng" : "DOI", "linkPattern" : "https://doi.org/@@@", "publiclyVisible" : true, "published" : true, "oldId" : 6, "snippet" : true }, "validState" : "IDENTICAL", "idValue" : "10.1016/j.physa.2017.02.086", "realUrl" : "https://doi.org/10.1016/j.physa.2017.02.086", "published" : false, "oldId" : 15044518, "snippet" : true }, { "otype" : "PublicationIdentifier", "mtid" : 12625869, "link" : "/api/publicationidentifier/12625869", "label" : "WoS: 000400213800037", "source" : { "otype" : "PlainSource", "mtid" : 1, "link" : "/api/publicationsource/1", "label" : "WoS", "type" : { "otype" : "PublicationSourceType", "mtid" : 10003, "link" : "/api/publicationsourcetype/10003", "label" : "Indexelő adatbázis", "mayHaveOa" : false, "published" : true, "snippet" : true }, "name" : "WoS", "nameEng" : "WoS", "linkPattern" : "https://www.webofscience.com/wos/woscc/full-record/WOS:@@@", "publiclyVisible" : true, "published" : true, "oldId" : 1, "snippet" : true }, "validState" : "IDENTICAL", "idValue" : "000400213800037", "realUrl" : "https://www.webofscience.com/wos/woscc/full-record/WOS:000400213800037", "published" : false, "oldId" : 15325094, "snippet" : true }, { "otype" : "PublicationIdentifier", "mtid" : 12625870, "link" : "/api/publicationidentifier/12625870", "label" : "Scopus: 85015772446", "source" : { "otype" : "PlainSource", "mtid" : 3, "link" : "/api/publicationsource/3", "label" : "Scopus", "type" : { "otype" : "PublicationSourceType", "mtid" : 10003, "link" : "/api/publicationsourcetype/10003", "label" : "Indexelő adatbázis", "mayHaveOa" : false, "published" : true, "snippet" : true }, "name" : "Scopus", "linkPattern" : "http://www.scopus.com/record/display.url?origin=inward&eid=2-s2.0-@@@", "publiclyVisible" : true, "published" : true, "oldId" : 3, "snippet" : true }, "validState" : "IDENTICAL", "idValue" : "85015772446", "realUrl" : "http://www.scopus.com/record/display.url?origin=inward&eid=2-s2.0-85015772446", "published" : false, "oldId" : 15044517, "snippet" : true } ], "journal" : { "otype" : "Journal", "mtid" : 3674, "link" : "/api/journal/3674", "label" : "PHYSICA A - STATISTICAL MECHANICS AND ITS APPLICATIONS 0378-4371 1873-2119", "pIssn" : "0378-4371", "eIssn" : "1873-2119", "reviewType" : "REVIEWED", "noIF" : false, "sciIndexed" : true, "scopusIndexed" : true, "lang" : "FOREIGN", "hungarian" : false, "published" : true, "oldId" : 3674, "snippet" : true }, "volume" : "479", "firstPage" : "400", "lastPage" : "410", "firstPageOrInternalIdForSort" : "400", "pageLength" : 11, "publishedYear" : 2017, "digital" : null, "printed" : null, "sourceYear" : 2017, "packet" : "491252", "foreignEdition" : true, "foreignLanguage" : true, "fullPublication" : true, "conferencePublication" : false, "nationalOrigin" : null, "missingAuthor" : false, "oaType" : "NONE", "oaCheckDate" : "2022-12-21", "oaFree" : false, "citationCount" : 0, "citationCountUnpublished" : 0, "citationCountWoOther" : 0, "independentCitCountWoOther" : 0, "doiCitationCount" : 0, "wosCitationCount" : 0, "scopusCitationCount" : 0, "independentCitationCount" : 0, "unhandledCitationCount" : 0, "citingPubCount" : 0, "independentCitingPubCount" : 0, "unhandledCitingPubCount" : 0, "citedPubCount" : 3, "citedCount" : 3, "ratings" : [ { "otype" : "SjrRating", "mtid" : 10975675, "link" : "/api/sjrrating/10975675", "label" : "sjr:Q2 (2017) Scopus - Condensed Matter Physics PHYSICA A - STATISTICAL MECHANICS AND ITS APPLICATIONS 0378-4371", "listPos" : 105, "rankValue" : 0.49, "type" : "journal", "ratingType" : { "otype" : "RatingType", "mtid" : 10002, "link" : "/api/ratingtype/10002", "label" : "sjr", "code" : "sjr", "published" : true, "snippet" : true }, "subject" : { "otype" : "ClassificationExternal", "mtid" : 3104, "link" : "/api/classificationexternal/3104", "label" : "Scopus - Condensed Matter Physics", "published" : true, "oldId" : 3104, "snippet" : true }, "ranking" : "Q2", "calculation" : "DIRECT", "published" : true, "snippet" : true } ], "ratingsForSort" : "Q2", "referenceList" : "Everitt, B.S., Stahl, D., Leese, M., Landau, S., Cluster Analysis (2011)Illian, J., Penttinen, A., Stoyan, H., Stoyan, D., Statistical Analysis and Modelling of Spatial Point Patterns, Vol. 70 (2008), John Wiley & SonsKanevski, M., Maignan, M., Analysis and Modelling of Spatial Environmental Data, Vol 6501 (2004), EPFL pressTuia, D., Kanevski, M., Environmental monitoring network characterization and clustering Advanced Mapping of Environmental Data: Geostatistics (2008) Mach. Learn. Bayesian Maximum Entropy, pp. 19-46; \n\nBunde, A., Havlin, S., Fractals in Science (2013), SpringerFalconer, K., Fractal Geometry: Mathematical Foundations and Applications (2004), John Wiley & SonsLopes, R., Betrouni, N., Fractal and multifractal analysis: a review (2009) Med. Image Anal., 13, pp. 634-649; \n\nSornette, D., Critical Phenomena in Natural Sciences: Chaos, Fractals, Selforganization and Disorder: Concepts and Tools (2006), Springer Science & Business MediaBesicovitch, A., On fundamental geometric properties of plane line-sets (1964) J. Lond. Math. Soc., 1, pp. 441-448; \n\nHausdorff, F., Der wertvorrat einer bilinearform (1919) Math. Z., 3, pp. 314-316; \n\nPereira, M.G., Caramelo, L., Orozco, C.V., Costa, R., Tonini, M., Space–time clustering analysis performance of an aggregated dataset: The case of wildfires in Portugal (2015) Environ. Model. Softw., 72, pp. 239-249; \n\nTelesca, L., Lovallo, M., Lapenna, V., Macchiato, M., Long-range correlations in two-dimensional spatio-temporal seismic fluctuations (2007) Physica A, 377, pp. 279-284; \n\nGolay, J., Kanevski, M., Orozco, C.D.V., Leuenberger, M., The multipoint Morisita index for the analysis of spatial patterns (2014) Physica A, 406, pp. 191-202; \n\nMoran, P.A., Notes on continuous stochastic phenomena (1950) Biometrika, 37, pp. 17-23; \n\nMorisita, M., Measuring of the dispersion of individuals and analysis of the distributional patterns (1959) Mem. Fac. Sci. Kyushu Univ. Ser. E, 2, pp. 5-23; \n\nRipley, B.D., Modelling spatial patterns (1977) J. Roy. Statist. Soc. Ser. B, pp. 172-212; \n\nHurlbert, S.H., Spatial distribution of the montane unicorn (1990) Oikos, pp. 257-271; \n\nFeder, J., Fractals (Physics of Solids and Liquids) (1988), Plennum New yorkVicsek, T., Mass multifractality in cluster growth models (1990) Computer Simulation Studies in Condensed Matter Physics II, pp. 34-44. , Springer; \n\nRussell, D.A., Hanson, J.D., Ott, E., Dimension of strange attractors (1980) Phys. Rev. Lett., 45, p. 1175; \n\nSmith, T., Marks, W., Lange, G., Sheriff, W., Neale, E., A fractal analysis of cell images (1989) J. Neurosci. Methods, 27, pp. 173-180; \n\nMandelbrot, B.B., 7he Fractal Geometry of Nature (1982), Freeman San FranciscoOrozco, C.D.V., Golay, J., Kanevski, M., (2013) Multifractal portrayal of the Swiss population; \n\nPlotnick, R.E., Gardner, R.H., Hargrove, W.W., Prestegaard, K., Perlmutter, M., Lacunarity analysis: a general technique for the analysis of spatial patterns (1996) Phys. Rev. E, 53, p. 5461; \n\nTelesca, L., Golay, J., Kanevski, M., Morisita-based space-clustering analysis of Swiss seismicity (2015) Physica A, 419, pp. 40-47; \n\nLapenna, V., Macchiato, M., Telesca, L., 1/f β Fluctuations and self-similarity in earthquake dynamics: observational evidences in southern Italy (1998) Phys. Earth Planet. Inter., 106, pp. 115-127; \n\nPereira, M.G., Aranha, J., Amraoui, M., (2014) Land cover fire proneness in Europe, 23, p. 13. , http://dx.doi.org/10.5424/fs/2014233-06115; \n\nAmraoui, M., Pereira, M.G., DaCamara, C.C., Calado, T.J., Atmospheric conditions associated with extreme fire activity in the western Mediterranean region (2015) Sci. Total Environ., 524, pp. 32-39; \n\nPereira, M.G., Calado, T.J., DaCamara, C.C., Calheiros, T., Effects of regional climate change on rural fires in Portugal (2013) Clim. Res., 57, pp. 187-200; \n\nTrigo, R.M., Sousa, P.M., Pereira, M.G., Rasilla, D., Gouveia, C.M., Modelling wildfire activity in Iberia with different atmospheric circulation weather types (2013) Int. J. Climatol.; \n\nPereira, M.G., Hayes, J.P., Miller, C., Orenstein, D.E., Fire on the hills: An environmental history of fires and fire policy in Mediterranean-type ecosystems (2017) Environmental History in the Making, pp. 145-169. , Springer; \n\nSantos, R., Impacts of climate change and land-use scenarios on Margaritifera margaritifera, an environmental indicator and endangered species (2015) Sci. Total Environ., 511, pp. 477-488; \n\nSousa, P.M., Trigo, R.M., Pereira, M.G., Bedia, J., Gutiérrez, J.M., Different approaches to model future burnt area in the Iberian Peninsula (2015) Agricult. Forest Meteorol., 202, pp. 11-25; \n\nPereira, M.G., Trigo, R.M., da Camara, C.C., Pereira, J.M., Leite, S.M., Synoptic patterns associated with large summer forest fires in Portugal (2005) Agricult. Forest Meteorol., 129, pp. 11-25; \n\nTrigo, R.M., Pereira, J., Pereira, M.G., Mota, B., Calado, T.J., Dacamara, C.C., Santo, F.E., Atmospheric conditions associated with the exceptional fire season of 2003 in Portugal (2006) Int. J. Climatol., 26, pp. 1741-1757; \n\nParente, J., Pereira, M.G., Structural fire risk: the case of Portugal (2016) Sci. Total Environ., 573, pp. 883-893; \n\nPereira, M., Malamud, B., Trigo, R., Alves, P., The history and characteristics of the 1980–2005 Portuguese rural fire database (2011) Nat. Hazards Earth Syst. Sci., 11, pp. 3343-3358; \n\nParente, J., Pereira, M.G., Tonini, M., Space–time clustering analysis of wildfires: the influence of dataset characteristics, fire prevention policy decisions, weather and climate (2016) Sci. Total Environ., 559, pp. 151-165; \n\nAemet, I., (2011) Iberian climate atlas Agencia Estatal de Meteorología (España) and Instituto de Meteorología, , (Portugal), Madrid, Spain; \n\nPeel, M.C., Finlayson, B.L., McMahon, T.A., Updated world map of the Köppen-Geiger climate classification (2007) Hydrol. Earth Syst. Sci. Discuss. Discuss., 4, pp. 439-473; \n\nCorine Land Cover 2006 Seamless Vector Data, Version 16 edn (2013), European Environment AgencyBarros, A.M., Pereira, J.M., Lund, U.J., Identifying geographical patterns of wildfire orientation: A watershed-based analysis (2012) For. Ecol. Manag., 264, pp. 98-107; \n\nGarcía-Portugués, E., Barros, A.M., Crujeiras, R.M., González-Manteiga, W., Pereira, J., A test for directional–linear independence, with applications to wildfire orientation and size (2014) Stoch. Environ. Res Risk Assess., 28, pp. 1261-1275; \n\nVerde, J., Zêzere, J., Assessment and validation of wildfire susceptibility and hazard in Portugal (2010) Nat. Hazards Earth Syst. Sci., 10, pp. 485-497; \n\nBarros, A.M., Pereira, J.M., Wildfire selectivity for land cover type: does size matter? (2014) PLoS One, 9, p. e84760; \n\nMacko, P., Cunge, G., Sadeghi, N., Density of N2 (X 1? g+; v= 18) molecules in a dc glow discharge measured by cavity ringdown spectroscopy at 227 nm; validity domain of the technique (2001) J. Phys. D: Appl. Phys., 34, p. 1807; \n\nScheid, B., Ruyer-Quil, C., Thiele, U., Kabov, O.A., Legros, J.C., Colinet, P., Validity domain of the Benney equation including the Marangoni effect for closed and open flows (2005) J. Fluid Mech., 527, pp. 303-335; \n\nKahrs, O., Marquardt, W., The validity domain of hybrid models and its application in process optimization (2007) Chem. Eng. Process., 46, pp. 1054-1066; \n\nSaengkaew, S., Charinpanitkul, T., Vanisri, H., Tanthapanichakoon, W., Mees, L., Gouesbet, G., Grehan, G., Rainbow refractrometry: on the validity domain of Airy's and Nussenzveig's theories (2006) Opt. Commun., 259, pp. 7-13; \n\nOrozco, C.D.V., Analysis of space–time environmental data in complex regions (2015), (PhD) Universit´e de LausanneTél, T., Fülöp, Á., Vicsek, T., Determination of fractal dimensions for geometrical multifractals (1989) Physica A, 159, pp. 155-166; \n\nDombrádi, E., Timár, G., Bada, G., Cloetingh, S., Horváth, F., Fractal dimension estimations of drainage network in the Carpathian–Pannonian system (2007) Glob. Planet. Change, 58, pp. 197-213; \n\nKun, F., Sorge, H., Sailer, K., Bardos, G., Greiner, W., Sandbox method for factorial moments and anomalous fractal dimensions (1995) Phys. Lett. B, 355, pp. 349-355; \n\nLovejoy, S., Schertzer, D., Tsonis, A., Functional box-counting and multiple elliptical dimensions in rain (1987) Science, 235, pp. 1036-1038; \n\nWard, W.O., Bai, L., Multifractal analysis of microvasculature in health and disease (2013) 2013 35th Annual International Conference of the IEEE Engineering in Medicine and Biology Society, (EMBC), pp. 2336-2339. , IEEE; \n\nHakamata, T., Demyanov, V., Maignan, M., Kanevski, M., Chernov, S., Savelieva, E., Maignan, M.-F., Heavy metals contamination in Japan: Exploratory variography and analysis of monitoring networks (1998) Proceedings of the 16th Congress of Soil Science; \n\nDe Bartolo, S.G., Gaudio, R., Gabriele, S., Multifractal analysis of river networks: Sandbox approach (2004) Water Resour. Res., 40; \n\nLi, Q., Temperature-induced assembly of semiconductor nanocrystals into fractal architectures and thermoelectric power properties in Au/Ge bilayer films (2011) Chaos Solitons Fractals, 44, pp. 640-646; \n\nTian, M., Chen, L., Zhang, S., Tan, S., Jia, Y., Hou, J., Zhang, Y., Evidence for superlocalization on fractals in Al/a- Ge bilayer films from thermoelectric power measurements (1999) Phys. Rev. B, 60, p. 16078; \n\nTonini, M., Pereira, M.G., Parente, J., Vega Orozco, C., Evolution of forest fires in Portugal: from spatio-temporal point events to smoothed density maps (2016) Nat. Hazards, pp. 1-22; \n\nJafari, A., Babadagli, T., A sensitivity analysis for effective parameters on fracture network permeability (2008) SPE Western Regional and Pacific Section AAPG Joint Meeting, , Society of Petroleum Engineers", "hasCitationDuplums" : false, "userChangeableUntil" : "2018-02-28T15:26:13.000+0000", "publishDate" : "2017-06-28T13:12:17.000+0000", "directInstitutesForSort" : "", "ownerAuthorCount" : 7, "ownerInstituteCount" : 49, "directInstituteCount" : 0, "authorCount" : 2, "contributorCount" : 0, "hasQualityFactor" : true, "link" : "/api/publication/26658262", "label" : "Kanevski M et al. Local fractality: The case of forest fires in Portugal. (2017) PHYSICA A - STATISTICAL MECHANICS AND ITS APPLICATIONS 0378-4371 1873-2119 479 400-410", "template" : "