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3篇 您的检索式：作者名="D. Baleanu"

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		题名	作者	年代	出处	被引量
	1	Efficient numerical treatments for a fractional optimal control nonlinear Tuberculosis model显示文摘In this paper, the general nonlinear multi-strain Tuberculosis model is controlled using the merits of Jacobi spectral collocation method. In order to have a variety of accurate results to simulate the reality, a fractional order model of multi-strain Tuberculosis with its control is introduced, where the derivatives are adopted from Caputo's definition. The shifted Jacobi polynomials are used to approximate the optimality system. Subsequently, Newton's iterative method will be used to solve the resultant nonlinear algebraic equations. A comparative study of the values of the objective functional, between both the generalized Euler method and the proposed technique is presented. We can claim that the proposed technique reveals better results when compared to the generalized Euler method.	N. H. Sweilam S. M. AL-Mekhlafi D. Baleanu	2018	International Journal of Biomathematics2018，11，8：	1
	2	Stability of Dirac Equation in Four-Dimensional Gravity显示文摘We introduce the Dirac equation in four-dimensional gravity which is a generally covariant form. We choose the suitable variable and solve the corresponding equation. To solve such equation and to obtain the corresponding bispinor, we employ the factorization method which introduces the associated Laguerre polynomial. The associated Laguerre polynomials help us to write the Dirac equation of four-dimensional gravity in the form of the shape invariance equation. Thus we write the shape invariance condition with respect to the secondary quantum number. Finally, we obtain the spinor wave function and achieve the corresponding stability of condition for the four-dimensional gravity system.	F. Safari H. Jafari J. Sadeghi S. J. Johnston D. Baleanu	2017	Chinese Physics Letters2017，34，6：	0
	3	分数阶动力学和控制显示文摘2010年7月27—31日在土耳其的安卡拉举行了第3届非线性科学和复杂性的学术会议,本书是这次会议的论文集。前两届会议分别于2006年和2008年在中国的北京和葡萄牙的波尔图举行。	D. Baleanu 吴永礼	2012	国外科技新书评介2012，，9：	0

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