FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W2061856046> ?p ?o ?g. }

• W2061856046 endingPage "573" @default.
• W2061856046 startingPage "565" @default.
• W2061856046 abstract "[We propose a new four-parameter function to describe crustacean growth: W = [fn - (fn - sn) . exp(-k . tk)]1/n where s and f are, respectively, initial size and upper asympotic size, and n and k are constants. The new model possesses an unfixed value of the inflexion point according to its parametric values, and therefore has sufficient flexibility to depict diverse crustacean growth curves. In order to evaluate the applicability of this new model, some commonly used models, such as the Spillman, the Logistic, the Gompertz, the Von Bertalanffy, the Hill, the Richards, and the Janoschek equations, are compared to the new one, using 12 sets of observations. Analysis reveals that the new equation yields excellent fitting to the sets of observed data, which suggests it is worth being considered in the analysis of crustacean growth data.Nous proposons une fonction a quatre parametres pour decrire la croissance des crustaces: W = [fn - (fn - sn) . exp(-k . tk)]1/n dans laquelle s et f sont, respectivement, la taille initiale et la taille asymptotique superieure, et n et k des constantes. Le nouveau modele possede une valeur non fixee du point d'inflexion suivant ses valeurs parametriques, et en consequence a une flexibilite suffisante pour representer diverses courbes de croissance chez les crustaces. Afin d'evaluer le domaine d'application de ce nouveau modele, des modeles communement utilises, comme les equations de Spillman, Logistique, Gomperts, Von Bertalanffy, Hill, Richards et Janoschek sont comparees au nouveau modele, en utilisant 12 series d'observations. L'analyse revele que la nouvelle equation s'applique de facon excellente aux series de donnees observees, ce qui suggere qu'elle vaut la peine d'etre prise en consideration dans l'analyse des donnees de croissance des crustaces., We propose a new four-parameter function to describe crustacean growth: W = [fn - (fn - sn) . exp(-k . tk)]1/n where s and f are, respectively, initial size and upper asympotic size, and n and k are constants. The new model possesses an unfixed value of the inflexion point according to its parametric values, and therefore has sufficient flexibility to depict diverse crustacean growth curves. In order to evaluate the applicability of this new model, some commonly used models, such as the Spillman, the Logistic, the Gompertz, the Von Bertalanffy, the Hill, the Richards, and the Janoschek equations, are compared to the new one, using 12 sets of observations. Analysis reveals that the new equation yields excellent fitting to the sets of observed data, which suggests it is worth being considered in the analysis of crustacean growth data.Nous proposons une fonction a quatre parametres pour decrire la croissance des crustaces: W = [fn - (fn - sn) . exp(-k . tk)]1/n dans laquelle s et f sont, respectivement, la taille initiale et la taille asymptotique superieure, et n et k des constantes. Le nouveau modele possede une valeur non fixee du point d'inflexion suivant ses valeurs parametriques, et en consequence a une flexibilite suffisante pour representer diverses courbes de croissance chez les crustaces. Afin d'evaluer le domaine d'application de ce nouveau modele, des modeles communement utilises, comme les equations de Spillman, Logistique, Gomperts, Von Bertalanffy, Hill, Richards et Janoschek sont comparees au nouveau modele, en utilisant 12 series d'observations. L'analyse revele que la nouvelle equation s'applique de facon excellente aux series de donnees observees, ce qui suggere qu'elle vaut la peine d'etre prise en consideration dans l'analyse des donnees de croissance des crustaces.]" @default.
• W2061856046 created "2016-06-24" @default.
• W2061856046 creator A5025774272 @default.
• W2061856046 creator A5035031784 @default.
• W2061856046 date "2000-01-01" @default.
• W2061856046 modified "2023-09-23" @default.
• W2061856046 title "A NEW MATHEMATICAL MODEL AND ITS APPLICATION TO THE GROWTH OF CRUSTACEANS" @default.
• W2061856046 cites W154646596 @default.
• W2061856046 cites W1600509561 @default.
• W2061856046 cites W1619600367 @default.
• W2061856046 cites W1983501334 @default.
• W2061856046 cites W2024251235 @default.
• W2061856046 cites W2114123573 @default.
• W2061856046 cites W2126864387 @default.
• W2061856046 cites W2132504853 @default.
• W2061856046 cites W2278685458 @default.
• W2061856046 cites W2324217988 @default.
• W2061856046 cites W2395745738 @default.
• W2061856046 cites W2396435016 @default.
• W2061856046 cites W289300735 @default.
• W2061856046 cites W587948812 @default.
• W2061856046 cites W81183715 @default.
• W2061856046 cites W84981380 @default.
• W2061856046 cites W2527621546 @default.
• W2061856046 doi "https://doi.org/10.1163/156854000504660" @default.
• W2061856046 hasPublicationYear "2000" @default.
• W2061856046 type Work @default.
• W2061856046 sameAs 2061856046 @default.
• W2061856046 citedByCount "5" @default.
• W2061856046 countsByYear W20618560462019 @default.
• W2061856046 countsByYear W20618560462022 @default.
• W2061856046 crossrefType "journal-article" @default.
• W2061856046 hasAuthorship W2061856046A5025774272 @default.
• W2061856046 hasAuthorship W2061856046A5035031784 @default.
• W2061856046 hasConcept C110251725 @default.
• W2061856046 hasConcept C18903297 @default.
• W2061856046 hasConcept C2779770362 @default.
• W2061856046 hasConcept C505870484 @default.
• W2061856046 hasConcept C84766238 @default.
• W2061856046 hasConcept C86803240 @default.
• W2061856046 hasConcept C90856448 @default.
• W2061856046 hasConceptScore W2061856046C110251725 @default.
• W2061856046 hasConceptScore W2061856046C18903297 @default.
• W2061856046 hasConceptScore W2061856046C2779770362 @default.
• W2061856046 hasConceptScore W2061856046C505870484 @default.
• W2061856046 hasConceptScore W2061856046C84766238 @default.
• W2061856046 hasConceptScore W2061856046C86803240 @default.
• W2061856046 hasConceptScore W2061856046C90856448 @default.
• W2061856046 hasIssue "5" @default.
• W2061856046 hasLocation W20618560461 @default.
• W2061856046 hasOpenAccess W2061856046 @default.
• W2061856046 hasPrimaryLocation W20618560461 @default.
• W2061856046 hasRelatedWork W1937415158 @default.
• W2061856046 hasRelatedWork W1981434948 @default.
• W2061856046 hasRelatedWork W1996951256 @default.
• W2061856046 hasRelatedWork W2022146889 @default.
• W2061856046 hasRelatedWork W2045639479 @default.
• W2061856046 hasRelatedWork W2052511200 @default.
• W2061856046 hasRelatedWork W2064840037 @default.
• W2061856046 hasRelatedWork W2089154453 @default.
• W2061856046 hasRelatedWork W2090443198 @default.
• W2061856046 hasRelatedWork W2935697799 @default.
• W2061856046 hasVolume "73" @default.
• W2061856046 isParatext "false" @default.
• W2061856046 isRetracted "false" @default.
• W2061856046 magId "2061856046" @default.
• W2061856046 workType "article" @default.