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A mathematical study of the pantograph/catenary dynamic interaction on transition spans.

• Authors : Benet, Jesús¹ ; Alberto, Angelines¹ ; Arias, Enrique¹

• Source: World Congress on Engineering 2007 (Volume 1). 2007, p750-758. 9p.

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On C r-closing for flows on orientable and non-orientable 2-manifolds.

• Authors : Gutierrez, Carlos¹ ; Pires, Benito²

• Source: Bulletin of the Brazilian Mathematical Society. Dec2009, Vol. 40 Issue 4, p553-576. 24p.

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Revisiting the gap function of a multicriteria optimization problem.

• Authors : Sarabi, M.E.¹ (AUTHOR); Soleimani-damaneh, M.² (AUTHOR)

• Source: International Journal of Computer Mathematics. May2009, Vol. 86 Issue 5, p860-863. 4p.

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Solutions of delay differential equations by using differential transform method.

• Authors : Karakoç, F.¹ (AUTHOR) ; Bereketoğlu, H.¹ (AUTHOR)

• Source: International Journal of Computer Mathematics. May2009, Vol. 86 Issue 5, p914-923. 10p. 1 Chart.

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Shear deformation effect in nonlinear analysis of spatial composite beams subjected to variable axial loading by bem.

• Authors : Sapountzakis, E.¹ ; Mokos, V.¹

• Source: Acta Mechanica. Aug2007, Vol. 193 Issue 1-2, p43-65. 23p. 4 Diagrams, 4 Charts, 7 Graphs.

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SITUACIONES ASOCIADAS A LOS NÚMEROS NEGATIVOS EN TEXTOS DE MATEMÁTICAS ESPAÑOLES DE LOS SIGLOS XVIII Y XIX.

• Authors : Maz, Alexander¹ ; Rico, Luis²

• Source: PNA. 2007, Vol. 1 Issue 3, p113-123. 11p.

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FULLY DISCRETE FINITE ELEMENT ANALYSIS OF MULTIPHASE FLOW IN GROUNDWATER HYDROLOGY.

• Authors : Zhangxin Chen¹ ; Ewing, Richard E.²

• Source: SIAM Journal on Numerical Analysis. 1997, Vol. 34 Issue 6, p2228-2253. 26p.

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TAXONOMY FOR ASSESSING CONCEPTUAL UNDERSTANDING IN ALGEBRA USING MULTIPLE REPRESENTATIONS.

• Authors : PANASUK, REGINA M.

Subjects: ALGEBRA; TAXONOMY; EQUATIONS

• Source: College Student Journal. Jun2011, Vol. 45 Issue 2, p219-232. 14p. 2 Charts.

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Getting the Jump on Explosive Percolation.

• Authors : Ziff, Robert M.¹

• Source: Science. 3/8/2013, Vol. 339 Issue 6124, p1159-1160. 2p.

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On the theory of a class of Volterra-type integral equations with a fixed boundary singularity in the kernel.

• Authors : Rajabov, N.

Subjects: VOLTERRA equations; MATHEMATICS theorems; ASSERTIONS (Logic)

• Source: Doklady Mathematics; Nov2014, Vol. 90 Issue 3, p666-670, 5p

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