Titlebook: Information Geometry; Near Randomness and Khadiga A. Arwini,Christopher T. J. Dodson Book 2008 Springer-Verlag Berlin Heidelberg 2008 Clus

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IOTA

J. Scharcanski,S. Felipussi are insufficient according to radical green economy transition. The green economy needs new business models and a new concept of CSR called radical CSR or CSR 2.0. The first section of this paper presents the most popular approaches to the green economy at hand, as reported in the professional lite

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uring an industrial transformation towards a more sustainable and responsible business environment. The garment sector of Bangladesh is the most significant revenues’ contributor to the Bangladeshi economy and its remarkable economic growth. However its economic growth is not necessarily progressing

foodstuff

munities. This progression also raises the game for value add and impact, and the paper maps the maturity of the EduCSR sector in rising economies by identifying an EduCSR Value Chain. Combining the two, it finally creates a positioning map for economies to enable policy decisions to leapfrog to hig

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Information Geometry,ued that the information geometric approach may not add significantly to the understanding of the theory of parametric statistical models, and this we acknowledge. Nevertheless, we are of the opinion that there is benefit for those involved with practical modelling if essential qualitative features

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Information Geometry of Bivariate Families,istribution [89]. The only bivariate gamma distribution for which we have found the information geometry tractable is the McKay case [146] which is restricted to positive covariance, and we begin with this.

watertight,

Neighbourhoods of Poisson Randomness, Independence, and Uniformity,s determined by information theoretic maximum likelihood methods. This allows trajectories in the space of processes, commonly arising in practice by altering input conditions, to be studied unambiguously with geometric tools and to present a background on which to describe the output features of in

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