Office: Katharine Reed Cudahy Hall
Room 367
Phone: 414-288-5223
Email: rsanders{at}mscs.mu.edu

• Real and Complex Analysis
• The Calculus Sequence

• Functional Analysis
• Operator Theory
• Hypercyclic and Supercyclic Operators in Separable Banach Spaces
• Dynamical Systems

• Common Supercyclic vectors for a path of operators, (with K. Chan), Journal of Mathematical Analysis and Applications, 337, 646-658, 2008.
• Weak * hypercyclicity and supercyclicity of shifts on $ell^{\infty}$, (with J. Bès, K. Chan), Integral Equations and Operator Theory, 55, 363-376, 2006.
• An isometric bilateral shift that is weakly supercyclic, Integral Equations and Operator Theory, 5, 547-552, 2005.
  


• Every weakly sequentially hypercyclic shift is norm hypercyclic, (with J. Bès, K. Chan), Mathematical Proceedings of the Royal Irish Academy, 105A(2), 79-85, 2005.
  


• A weakly hypercyclic operator that is not norm hypercyclic, (with K. Chan), Journal of Operator Theory, 52, 39-59, 2004.