أ.د. ايمان سمير بهيه

[email protected] : الايميل

السيرة الذاتية

الشهادة: الدكتوراه
الدرجة العلمية: استاذ
عميدة كلية التربية

الإهتمامات البحثية

نظرية التقريب. التحليل الدالي. الهندسة الكسورية. التحليل الرياضي. نظرية القياس.

البحوث المنشورة

Dunkl Weigted Approxmation of Functiones

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Approximation of fourier series in terms of functions in Lp spaces for 0 < p < 1

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Sobolev Inequalities for Functions on Graphs

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Nearly Monotone Neural Approximation with Quadratic Activation Function

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Moduli of Smoothness for Weighted Lp,0 < p < 1 Approximation

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Best neural simultaneous approximation

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LP, ∞ > P ≥ 1 Simultaneous Approximation

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Trigonometric Neural Networks Lp, p<1 Approximation

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SoftMax Neural Best Approximation

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L_p_ approximation by ReLU neural networks

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Finite fourier coefficients is best approximation to f∈ l(P,α,β)

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Degree of best approximation in terms of weighted DT moduli of smoothness

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Monotone approximation by quadratic neural network of functions in Lp spaces for p<1

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Stechkin-marchaud inequality in terms of neural networks approximation in Lp-Space for 0 <p <1

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Lp, approximation of functions on graphs

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Lp, P < 1 approximation using radial basis function neural networks on ordered vector space

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Radial basis functions neural networks convolution approximation

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Approximation by regular neural networks in terms of Dunkl transform

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Simultaneous monotone multiapproximation

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Negative theorem for monotone bivariate approximation

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Some properties of a semi dynamical system generated by von forester-losata type partial equations

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Interpolating operators for multiapproximation

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Weak copositive approximation and whitney theorem in Lp,p<1

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روابط مهمة

البحوث المنشورة على سكوبس الخاصة بجامعة الزهراء (عليها السلام)

لا توجد بحوث منشورة