Results 221 to 230 of about 399,995 (266)
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Proceedings of Fall Meeting of the Society of Petroleum Engineers of AIME, 1963
Publication Rights Reserved This paper is to be presented at the 38th Annual Fall Meeting of the Society of Petroleum Engineers of AIME in New Orleans, Louisiana, on October 6–9, 1963 and is considered the property of the Society of Petroleum Engineers. Permission to publish is hereby restricted to an abstract of not more than 300 words,
K.B. Bischoff +3 more
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Publication Rights Reserved This paper is to be presented at the 38th Annual Fall Meeting of the Society of Petroleum Engineers of AIME in New Orleans, Louisiana, on October 6–9, 1963 and is considered the property of the Society of Petroleum Engineers. Permission to publish is hereby restricted to an abstract of not more than 300 words,
K.B. Bischoff +3 more
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The American Journal of Economics and Sociology, 2012 AbstractThe intangible flow theory explains that flows of economic material elements (such as physical goods; or cash) are consummated by human related intangible flows (such as work flows; service flows; information flows; or communicational flows) that cannot be precisely appraised at an actual or approximate value, and have properties precluding ...
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Canadian Mathematical Bulletin, 2003
AbstractRecently [8], a harmonic theory was developed for a compact contact manifold from the viewpoint of the transversal geometry of contact flow. A contact flow is a typical example of geodesible flow. As a natural generalization of the contact flow, the present paper develops a harmonic theory for various flows on compact manifolds.
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AbstractRecently [8], a harmonic theory was developed for a compact contact manifold from the viewpoint of the transversal geometry of contact flow. A contact flow is a typical example of geodesible flow. As a natural generalization of the contact flow, the present paper develops a harmonic theory for various flows on compact manifolds.
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To the Theory of Barotropic Geostrophic Flows
Journal of Applied Mechanics and Technical Physics, 2019zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Zaitsev, A. A., Rudenko, A. I.
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A Universal Theory of Information Flow
1987 IEEE Symposium on Security and Privacy, 1987A new theory of information flow is presented. This theory is used to determine the information flows between the users of a system. Information flows when variety in the actions of a source user can be conveyed to a destination user. This theory is developed around Hoare'a calculus for communicating sequential processes.
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ON WILSONIAN FLOWS IN GAUGE THEORIES
International Journal of Modern Physics A, 2001An Exact Renormalisation Group (ERG) approach to non-Abelian gauge theories is discussed. We focus on the derivation of universal beta-functions and the choice of the initial effective action, the latter being a key input in the approach. To that end we establish the map between Gell-Mann–Low scaling of the full theory and the scaling in an ERG ...
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A Theory of Secure Control Flow
2005Control-Flow Integrity (CFI) means that the execution of a program dynamically follows only certain paths, in accordance with a static policy. CFI can prevent attacks that, by exploiting buffer overflows and other vulnerabilities, attempt to control program behavior.
Martín Abadi +3 more
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Kinetic Theory of Turbulent Flow
The Physics of Fluids, 1972A new and analytical approach is proposed for resolving the closure problem and for achieving the desired analytical treatment of turbulent flow. The kinetic theory is utilized and the molecular distribution function in the time-averaged-flow-velocity frame is approximated. This new distribution is explicitly related to turbulence. It can be considered
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Theory of Equal-Flows in Networks
2002The Maximum-Flow problem is a classical problem in combinatorial optimization and has many practical applications. We introduce a new variant of this well known Maximum-Flow problem, viz., the Maximum-Equal-Flow problem, wherein, for each vertex (other than the source) in the network, the actual flows along the arcs emanating from that vertex are ...
K. Srinathan 0001 +4 more
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A theory for radial jet reattachment flow
1st National Fluid Dynamics Conference, 1988Both laminar and turbulent flows are considered. A component analysis is used for the theoretical treatment. The jet flow component is modeled with Schlichting's velocity profile for the laminar case and with Gortler's velocity profile for the turbulence case. The influence of the nozzle exit geometry and the spacing between the radial jet and the flat
R. H. Page, L. L. Hadden, C. Ostowari
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