Vicki Knoblauch

Professor

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Research Interests:  Microeconomic Theory, Mathematical Economics, Mechanism Design

Teaching Areas: Mathematical Economics, Game Theory, Industrial Organization

Education: Ph.D., Economics, University of Wisconsin-Milwaukee

Selected Recent Publications:

“The Lexicographic Complexity of Asymmetric Binary Relations,” Mathematical Social Sciences (2022) 117:  6-12.

 “Von Neumann-Morgenstern stable set rationalization of choice functions,” Theory and Decision (2020) 89:  369-381.

 “Continuous Utility Representation of Fuzzy Preferences” (2020) in G. Bosi, M. J. Campión, J. C. Candeal and E. Indurain Mathematical Topics on Representations of Ordered Structures and Utility Theory:  Essays in Honor of Professor Ghanshyam B. Mehta Springer Nature Switzerland AG, 301-309.

“A Marriage Matching Menagerie,” (with J. Boudreau).  Operation Research Letters (2017) 45:  68-71.

“Elections Generate all Binary Relations on Infinite Sets,” Mathematical Social Sciences (2016) 84:  105-108.

Probabilistic Evaluations:  A Universal Representation for Preferences over Countable  Sets,” Journal of Mathematical Economics (2015) 57: 25-27.

“What Price Stability?  Social Welfare in Matching Markets,” (with J. Boudreau).   Mathematical Social Sciences (2014) 67: 27-33.“

Preference, Topology and Measure,” Social Choice and Welfare, (2014) 43: 507-514.

“Topological Interpretations of Fuzzy Subsets.  A Unified Approach for Fuzzy Thresholding Algorithms,”  (with  E. Barrenechea, H. Bustine, M.J. Campion and E. Indurain).  Knowledge-Based Systems (2013) 54: 163-171.