Zhu, Qiji Jim - Department of Mathematics, Western Michigan University

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Zhu, Qiji Jim - Department of Mathematics, Western Michigan University

Trend Following Trading under a Regime Switching M. Dai, Q. Zhang and Q. J. Zhu
Partially Smooth Variational Principles and Applications
The Equivalence of Several Basic Theorems for Subdi erentials
NONSMOOTH ANALYSIS ON SMOOTH MANIFOLDS YU. S. LEDYAEV AND QIJI J. ZHU
Nonconvex separation theorem for multifunctions, subdi erential calculus and
HAMILTON-JACOBI THEORY FOR A GENERALIZED OPTIMAL STOPPING TIME PROBLEM
Helly's Intersection Theorem on Manifolds of Nonpositive Curvature
VISCOSITY CODERIVATIVES AND THEIR LIMITING BEHAVIOR IN BORNOLOGICAL BANACH SPACES
Limiting Convex Examples for Nonconvex Subdi erential Calculus
2 J. M. BORWEIN AND Q. J. ZHU 1. Introduction and Preliminaries.
HAMILTONIAN NECESSARY CONDITIONS FOR A MULTIOBJECTIVE OPTIMAL CONTROL PROBLEM WITH
Necessary Conditions for Constrained Optimization Problems with
An Extended Extremal Principle with Applications to Multiobjective Optimization
Multidirectional mean value inequalities and weak monotonicity
PERTURBED DIFFERENTIAL INCLUSION PROBLEMS WITH NONADDITIVE L 1
Variational Analysis in Non-re exive Spaces and Applications to Control
ON THE CHARACTERIZATION OF PROPERLY RELAXED DELAYED CONTROLS J.F. Rosenblueth
ARTICLE IN PRESS UNCORRECTEDPROOF
Term Structure of Interest Rates with Consumption Commitments
VARIATIONAL METHODS IN CONVEX ANALYSIS JONATHAN M. BORWEIN AND QIJI J. ZHU
Implicit Multifunction Theorems Yuri S. Ledyaev1
Vector majorization and a robust option replacement trading strategy
A VARIATIONAL PROOF OF BIRKHOFF'S THEOREM ON DOUBLY STOCHASTIC MATRICES
TECHNIQUES FOR NONSMOOTH ANALYSIS ON SMOOTH MANIFOLDS: Part
Multiobjective Optimization Problem with Variational Inequality Constraints
Clarke-Ledyaev Mean Value Inequalities in Smooth Banach Spaces
A Limiting Example for the Local \Fuzzy" Sum Rule in Nonsmooth Analysis
Necessary Conditions for Constrained Optimization Problems in Smooth Banach
TECHNIQUES FOR NONSMOOTH ANALYSIS ON SMOOTH MANIFOLDS: Part
Convex Analysis in Financial Mathematics Department of Mathematics
Optimal Trend Following Trading Rules Min Dai, Qing Zhang and Qiji Jim Zhu