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Seismic wave reflection characteristics and wave-induced fluid flow in unsaturated porous solid. [PDF]
Sci RepKumari M +8 more
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Analyzing the neural wave structures in the field of neuroscience. [PDF]
Sci RepYounas U +4 more
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The College Mathematics Journal, 1990
(1990). A Mathematical Field Day. The College Mathematics Journal: Vol. 21, No. 5, pp. 379-383.
Steven C. Althoen, Matthew F. Wyneken
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(1990). A Mathematical Field Day. The College Mathematics Journal: Vol. 21, No. 5, pp. 379-383.
Steven C. Althoen, Matthew F. Wyneken
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A mathematical model of the field of precipitations
Il Nuovo Cimento C, 1981The authors illustrate a mathematical model for the interpretation of dry and rainy periods, which can also point out the periodicities of the timeseries of precipitations and their importance. The model has been applied to the pluviometric series of Genoa University (1833–1979) and it was checked by the hydrometric data of the Bisagno stream at La ...
G. FLOCCHINI +3 more
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Mathematical Modeling in the Coyanosa Field
SPE Automation Symposium, 1968American Institute of Mining, Metallurgical and Petroleum Engineers, Inc. Abstract A study of the Coyanosa, Ellenburger and Devonian reservoirs was made using a two-dimensional, single phase, unsteady-state computer program. The model was made to fit the general physical conditions thought to exist in
C.R. Distefano +2 more
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Mathematics Teaching in the Middle School, 2016
Students analyze football plays.
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Students analyze football plays.
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Organization of a Field by Mathematizing
1973Up to now our didactical analysis has been mainly local. No global structure of mathematics to be taught was visible — it would have been otherwise if mathematics were supposed to be taught as a pre-established deductive system, as an inverse pyramid as it were, but it is now obvious that this would never lit the didactics of re-invention.
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Mathematical analysis of lead field expansions
IEEE Transactions on Medical Imaging, 1999The solution to the bioelectromagnetic inverse problem is discussed in terms of a generalized lead field expansion, extended to weights depending polynomially on the current strength. The expansion coefficients are obtained from the resulting system of equations which relate the lead field expansion to the data.
Andreas A. Ioannides +2 more
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Finite Fields and Discrete Mathematics
1992In this chapter we concentrate on new applications of finite fields which emerged quite recently. Such applications include, but are not limited to, cryptography, extremal graph theory, polynomial mappings and complexity theory which are extremely quickly developing areas posing a number exciting questions directly related to the theory of finite ...
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