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Titlebook: History as a Social Science; An Essay on the Natu Folke Dovring Book 1960 Martinus Nijhoff, The Hague, Netherlands 1960 conflict.natural sc

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书目名称History as a Social Science
副标题An Essay on the Natu
编辑Folke Dovring
视频video
图书封面Titlebook: History as a Social Science; An Essay on the Natu Folke Dovring Book 1960 Martinus Nijhoff, The Hague, Netherlands 1960 conflict.natural sc
描述This essay has grown out of an attempt to find the answers to problems basically inherent in the making of historical re­ search. Widespread among humanists is a vagueness of con­ cepts which many times makes it difficult or impossible to translate our way of thinking into the terms of natural science or vice versa. It sounds, sometimes, as if humanistic studies were a world of its own, rather than a part of the natural world we all1ive in. How long can we go on believing that there are different kinds of knowledge ~ To this conflict of theory, another is added: a feeling of urgency about cultural problems that are too often left to the future to solve. History is not, as some natural scientists tend to believe, a matter of no practical consequence. It is a virulent factor in political and social conflicts and a basic substance in the structure of our personalities. The present dynamic epoch raises with particular stress the problem of understanding the conditioning influence which the past exercises upon the present in each particular community. Such a substance is neither a toy for pastime hobbies nor an innocent weapon in the hands of dictators. Which is, then, the responsibilit
出版日期Book 1960
关键词conflict; natural science; nature; objectivity; science
版次1
doihttps://doi.org/10.1007/978-94-011-6425-2
isbn_softcover978-90-247-0333-3
isbn_ebook978-94-011-6425-2
copyrightMartinus Nijhoff, The Hague, Netherlands 1960
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Folke Dovringtests related to contingency table and all goodness of fit tests are the likelihood ratio tests when the underlying probability model is a multinomial distribution. Section 6.2 is devoted to a study of multinomial distribution, where we discuss the maximum likelihood estimation of cell probabilities
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Folke Dovring,... are i.i.d. observations with values in some measure space (., ., .) and, for each . in the parameter space Θ = (.) (-∞ ≤ . < . ≤ ∞) .(.) is the density of the common distribution of the observations with respect to the sigmafinite measure .. As before, for each . ∈ Θ, (., ., .) is a probability
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Folke Dovring,... are i.i.d. observations with values in some measure space (., ., .) and, for each . in the parameter space Θ = (.) (-∞ ≤ . < . ≤ ∞) .(.) is the density of the common distribution of the observations with respect to the sigmafinite measure .. As before, for each . ∈ Θ, (., ., .) is a probability
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,... are i.i.d. observations with values in some measure space (., ., .) and, for each . in the parameter space Θ = (.) (-∞ ≤ . < . ≤ ∞) .(.) is the density of the common distribution of the observations with respect to the sigmafinite measure .. As before, for each . ∈ Θ, (., ., .) is a probability
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