Titlebook: Imaging Spectrometry; Basic Principles and Freek D. van der Meer,Steven M. De Jong Book 2001 Springer Science+Business Media B.V. 2001 Land

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Freek D. van der Meerrespective probabilities of k sites on an antibody and ? sites on an antigen being bound. In Example 3.11 we examined the consequences of the equal reactivity assumption and derived the aggregate size distribution for solution phase antigen-antibody reactions. In reactions involving antigen (ligand)

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alton as problem 4001 in the Educational Times (17, 1873). In 1875, an attempt to solve this problem was made by H. W. Watson but as it turned out, his conclusion was incorrect. Half a century later, R. A. Fisher made use of the Galton-Watson process to determine the extinction probability of the pr

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Steven M. De Jong,Gerrit F. Epemaahresb. der Deut. Math.-Ver., vol. 116, pp. 137–152. Springer, Berlin, 2014; Bruss and Duerinckx, Ann. Appl. Probab. 25(1):324–372, 2015), with respect to real world conclusions. At the same, our interest is to attract interest to resource dependent branching processes as a way to model complicated

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Sabine Chabrillat,Alexander F.H. Goetz,Harold W. Olsen,Lisa Krosleyo 10 April 2015 in Badajoz, Spain (http://branching.unex.es/wbpa15/index.htm). The papers address a broad range of theoretical and practical aspects of branching process theory. Further, they amply demonstrate that the theoretical research in this area remains vital and topical, as well as the relev

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Lalit Kumar,Karin Schmidt,Steve Dury,Andrew Skidmore-Watson (BGW) branching process, and, in the terminology of population dynamics, is used to describe the evolution of populations in which a control of the population size at each generation is needed. This control consists of determining mathematically the number of individuals with reproductive ca

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Jan P.G.W. Clevers,Raymond Jongschaap-Watson (BGW) branching process, and, in the terminology of population dynamics, is used to describe the evolution of populations in which a control of the population size at each generation is needed. This control consists of determining mathematically the number of individuals with reproductive ca

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Freek van der Meer,Hong Yang,Harold Lang-Watson (BGW) branching process, and, in the terminology of population dynamics, is used to describe the evolution of populations in which a control of the population size at each generation is needed. This control consists of determining mathematically the number of individuals with reproductive ca

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Freek van der Meer,Hong Yang,Salle Kroonenberg,Harold Lang,Paul Van Dijk,Klaas Scholte,Harold Van De-Watson (BGW) branching process, and, in the terminology of population dynamics, is used to describe the evolution of populations in which a control of the population size at each generation is needed. This control consists of determining mathematically the number of individuals with reproductive ca