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pro vyhledávání: '"Fatema Ahmed Sadeq"'
Autor:
Fatema Ahmed Sadeq
Publikováno v:
Engineering and Technology Journal, Vol 32, Iss 6B, Pp 1146-1157 (2014)
In this paper a direct method using parameterization technique is applied for solving some problems in calculus of variations. The parameterization technique based on Laguerre and Hermite polynomials is introduced to reduce a variational problem to q
Externí odkaz:
https://doaj.org/article/900c451bdcc74887ba3d823427bdb527
Autor:
Samir Kasim Hassan, Al-Taie M, Al-Malki Anam, Al-Attar Abeer, Mustafa Khaleel Ismael, Fatema Ahmed Sadeq, Radhi A .Zboon, Jehad R.Kider, Samir K .Hassan, Hussain J. M. Alalkawi, Raad H. Majid, Rawaa A. Alomairy, Luma Abdul Ghani Zghair, Hadia Kadhim J.Al-Ogili, Assifa M. Mohamad, Abbas Sheyaa Alwan, Haider L. Aneed, Assim H Yousif, Salema Sultan Salman, Abbas Hussien Miry, Abduladhem A.Ali, Mohammed Zeki Al-Faiz, Sabah N. mahmood, Khansaa Dawood Selman, Shaymaa Tareq Kadhim
Publikováno v:
Engineering and Technology Journal, Vol 29, Iss 8, Pp 1463-1470 (2011)
For semigroups of linear bounded operators on Hilbert spaces, the problem of being in Cp , 0 Keywords
Externí odkaz:
https://doaj.org/article/1d34d7aa2e284b4987c6673432a3fc9b
Autor:
Fatema Ahmed Sadeq
Publikováno v:
Engineering and Technology Journal, Vol 29, Iss 8, Pp 1491-1496 (2011)
The aim of this work is to give a simple description of a cyclic polytope and a new approach for finding the coefficient of its Ehrhart polynomials using Pascal triangles. Theorem for concluding that the roots of a cyclic polytopes are negative is al
Externí odkaz:
https://doaj.org/article/d2533c7a74d6400d8e2d2420fd22b19b
Publikováno v:
Engineering and Technology Journal, Vol 27, Iss 14, Pp 2624-2631 (2009)
Computing the volume of a polytope in Rn is a very important subject indifferent areas of mathematic. A pplications range from the very pure (number theory, toric Hilbert functions, Kostant's partition function in representation theory) to the most a
Externí odkaz:
https://doaj.org/article/d8dd4e96661e4052b87bfb04c056870c