Faculty Profile

		Asuman G. Aksoy, Ph.D. Crown Professor of Mathematics and Roberts Fellow E-mail: aaksoy@cmc.edu Phone: (909) 607-2769 Campus Address: Adams Hall 215 Departments: Mathematics Web Site Curriculum Vitae
		Office Hours Monday 8:00 AM - 9:30 AM Monday 2:30 PM - 3:30 PM Wednesday 8:00 AM - 9:30 AM Wednesday 2:30 PM - 3:30 PM Current Course Schedule Math 135 MW- 1:15 PM - 2:30 PM  Dvd Math 60 MW- 9:35 AM - 10:50 AM  RHN 105

Educational Background

B.Sc., University of Ankara (Turkey); M.S., The Middle East Technical University; Ph.D., University of Michigan

Teaching Interests

• Analysis (I and II), Complex Analysis, Measure Theory, Linear Algebra, Differential Equations, Engineering Mathematics

Research Interests

• Banach Space Theory
• Operator Theory
• Measures of Non-compactness, s-numbers
• Fixed Point Theory
• Interpolation spaces
• Orlicz and Modular spaces
• Hyperconvex spaces

Selected Professional Activities

• see Curriculum Vitae

Selected Research and Publications

• A Generalization of n-Widths
• Approximation Numbers and Q-precompactness
• Diagonal Operators, s-numbers and Bernstein Pairs
• Metric Trees, Hyperconvex Hulls and Extensions
• Global Convergence for Discrete Dynamical Systems and Forward Neural Networks
• Intermediate Spaces
• Interpolation of the Essential Spectrum and the Essential Norm
• Real Interpolation and Measure of Weak Noncompactness
• Lipschitz – Orlicz Spaces and the Laplace Equation
• Minimal Numerical-Radius Extensions of Operators
• Mixed Partial Derivatives and Fubini’s Theorem
• Compactness and Measures of Noncompactness in Metric Trees
• Measures of non-compactness in Orlicz modular spaces
• Modular spaces and K-widths
• On the numerical index of vector-valued function spaces
• Q-compact sets and Q-compact maps
• The Radius of the Essential Spectrum
• A Selection Theorem in Metric Trees
• s-Numbers, Measure and Weak Measure of Non-compactness and Real Interpolation
• The Wave Equation, Mixed Partial Derivatives, and Fubini’s Theorem
• Fixed Points of Uniformly Lipschitzian Mappings in Metric Trees
• Minimal Projections with Respect to Various Norms
• Some Results on Metric Trees

Selected Awards

• see Curriculum Vitae