The Future of Tech: Essays on Emerging Technologies & Their Impact on Humanity

Poetry and the Language of Oppression: Essays on Politics and Poetics eBooks & eLearning

Posted by ksveta6 at Sept. 19, 2021

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Web 2.0 Technologies and Democratic Governance: Political, Policy and Management Implications (repost) eBooks & eLearning

Posted by libr at Oct. 1, 2018

Web 2.0 Technologies and Democratic Governance: Political, Policy and Management Implications (Public Administration and Information Technology) by Christopher G. Reddick and Stephen K. Aikins
English | ISBN: 1461414474, 1489992847 | 2013 | PDF | 272 pages | 2,6 MB

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The Language of Cottonwoods: Essays on the Future of North Dakota eBooks & eLearning

Posted by sasha82 at Nov. 6, 2021

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Artificial Intelligence (AI) in the Classroom eBooks & eLearning

Posted by lucky_aut at Oct. 11, 2021

Artificial Intelligence (AI) in the Classroom
Duration: 8h 45m | .MP4 1280x720, 30 fps(r) | AAC, 44100 Hz, 2ch | 6.76 GB
Genre: eLearning | Language: English

Understand Artificial Intelligence and teach it to your students!

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The Reality of the Unobservable: Observability, Unobservability and Their Impact on the Issue of Scientific Realism eBooks & eLearning

Posted by insetes at Feb. 23, 2019

The Reality of the Unobservable: Observability, Unobservability and Their Impact on the Issue of Scientific Realism By Evandro Agazzi, Massimo Pauri (auth.), Evandro Agazzi, Massimo Pauri (eds.)
2000 | 378 Pages | ISBN: 9048154588 | PDF | 23 MB

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The Mathematics of Time: Essays on Dynamical Systems, Economic Processes, and Related Topics eBooks & eLearning

Posted by AvaxGenius at Dec. 24, 2022

The Mathematics of Time: Essays on Dynamical Systems, Economic Processes, and Related Topics by Steve Smale
English | PDF | 1980 | 154 Pages | ISBN : 0387905197 | 20.9 MB

Introduction to conjugacy problems for difieomorphisms. This is a survey article on the area of global analysis defined by differentiable dynamical systems or equivalently the action (differentiable) of a Lie group G on a manifold M. An action is a homomorphism G-Diff(M) such that the induced map GXM-M is differentiable. Here Diff(M) is the group of all diffeomorphisms of M and a diffeomorphism is a differentiable map with a differentiable inverse. Everything will be discussed here from the C«> or C" point of view. All manifolds maps, etc. will be differentiable (Cr, 1;;:; r ~ 00) unless stated otherwise.

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