{"@context":{"ns0":"http://vocabs.lter-europe.net/EnvThes/","rdf":"http://www.w3.org/1999/02/22-rdf-syntax-ns#","owl":"http://www.w3.org/2002/07/owl#","skos":"http://www.w3.org/2004/02/skos/core#","metadata_def":"http://data.bioontology.org/metadata/def/","ns1":"For a given positive natural number k, the k-th central moment of a random variable x is defined as k=E[(x−E[x])k]. That is, it is the expected value of the deviation from the mean to the power k. In particular, 0=1, 1=0 and 2 is the variance of x. [UncertML] http://www.uncertml.org/statistics/","dct":"http://purl.org/dc/terms/"},"@graph":[{"@id":"ns0:10128","@type":["owl:NamedIndividual","skos:Concept"],"skos:prefLabel":{"@value":"centred moment","@language":"en"},"metadata_def:mappingSameURI":{"@id":"ns0:10128"},"metadata_def:mappingLoom":"centredmoment","skos:broader":{"@id":"ns0:10127"},"skos:definition":{"@value":"For a given positive natural number k, the k-th central moment of a random variable x is defined as k=E[(x−E[x])k]. That is, it is the expected value of the deviation from the mean to the power k. In particular, 0=1, 1=0 and 2 is the variance of x. [UncertML] http://www.uncertml.org/statistics/centred-moment","@language":"en"},"dct:modified":{"@value":"2018-06-18","@type":"http://www.w3.org/2001/XMLSchema#date"},"dct:creator":{"@value":"nsb@ceh.ac.uk","@language":"en"},"dct:created":{"@value":"2015-02-27","@type":"http://www.w3.org/2001/XMLSchema#date"},"skos:inScheme":{"@id":"http://vocabs.lter-europe.net/EnvThes/"}},{"@id":"ns0:10127","skos:narrower":{"@id":"ns0:10128"}}]}