Karen Villaverde

Karen Villaverde, Gang Xiang, G. Xiang, 2008, 2008 IEEE International Conference on Fuzzy Systems (IEEE World Congress on Computational Intelligence).

How Interval and Fuzzy Techniques Can Improve Teaching - Processing Educational Data: From Traditional Statistical Techniques to an Appropriate Combination of Probabilistic, Interval, and Fuzzy Approaches

Karen Villaverde, Olga Kosheleva, 2018, Studies in Computational Intelligence.

A Methodology for Order-Sensitive Execution of Non-deterministic Languages on Beowulf Platforms

Karen Villaverde, Enrico Pontelli, Gopal Gupta, 2003, Euro-Par.

Towards more detailed value-added teacher assessments

Karen Villaverde, Olga Kosheleva, O. Kosheleva, 2010, International Conference on Fuzzy Systems.

How to make sure that students spend enough time studying: Fuzzy-motivated optimization approach to selecting a grading policy

Karen Villaverde, Olga Kosheleva, O. Kosheleva, 2012, 2012 IEEE International Conference on Fuzzy Systems.

How to Enhance Student Motivations by Borrowing from Ancient Tradition: Egyptian Fractions

Karen Villaverde, Olga Kosheleva, 2018 .

How to Enhance Student Motivations by Borrowing from Modern Practices: Can We Learn Algorithms from People Who Compute Fast

Karen Villaverde, Olga Kosheleva, O. Kosheleva, 2018 .

How to Motivate Students: An Overview of Part I

Karen Villaverde, Olga Kosheleva, 2018 .

Robust algorithms that locate local extrema of a function of one variable from interval measurement results: A remark

Karen Villaverde, Ch. Eick, 1996, Reliab. Comput..

Semi-heuristic poverty measures used by economists: Justification motivated by fuzzy techniques

Vladik Kreinovich, Karen Villaverde, Tonghui Wang, 2012, 2012 IEEE International Conference on Fuzzy Systems.

PALS: Efficient Or-Parallelism on Beowulf Clusters pdf

Karen Villaverde, Enrico Pontelli, Gopal Gupta, 2006, ArXiv.

How to Assess Students: Assess Frequently

Karen Villaverde, Olga Kosheleva, O. Kosheleva, 2018 .

Why Ellipsoid Constraints, Ellipsoid Clusters, and Riemannian Space-Time: Dvoretzky's Theorem Revisited

Karen Villaverde, Olga Kosheleva, Martine Ceberio, 2014, Constraint Programming and Decision Making.

An efficient methodology to exploit or-parallelism on distributed memory systems

Karen Villaverde, Enrico Pontelli, Enrico Pontelli, 2002 .

Incremental stack-splitting mechanisms for efficient parallel implementation of search-based AI systems

Karen Villaverde, Enrico Pontelli, Gopal Gupta, 2001, International Conference on Parallel Processing, 2001..

How to Assess Teaching Teachniques

Karen Villaverde, Olga Kosheleva, 2018 .

How to Reconstruct the System's Dynamics by Differentiating Interval-Valued and Set-Valued Functions

Karen Villaverde, Olga Kosheleva, O. Kosheleva, 2011, RSFDGrC.

Towards More Detailed Value-Added Teacher Assessments: How Intervals Can Help

Karen Villaverde, Olga Kosheleva, O. Kosheleva, 2013 .

Checking If There Exists a Monotonic Function That Is Consistent with the Measurements: An Efficient Algorithm

Vladik Kreinovich, Karen Villaverde, Kavitha Tupelly, 2005, Reliab. Comput..

An Investigation of Scheduling in Distributed Constraint Logic Programming

Karen Villaverde, Enrico Pontelli, Enrico Pontelli, 2004, Parallel and Distributed Computing Systems (ISCA).

How to Divide Students into Groups so as to Optimize Learning

Karen Villaverde, Olga Kosheleva, O. Kosheleva, 2018 .

How to Assess Students: Beyond Weighted Average

Karen Villaverde, Olga Kosheleva, 2018 .

PALS: An Or-Parallel Implementation of Prolog on Beowulf Architectures

Karen Villaverde, Enrico Pontelli, Gopal Gupta, 2001, ICLP.

Game development using Greenfoot: senior project

Karen Villaverde, Bretton Murphy, 2012 .

Computations under Time Constraints: Algorithms Developed for

Karen Villaverde, Martine Ceberio, Olga Kosheleva, 2013 .

PALS: Efficient Or-Parallel execution of Prolog on Beowulf clusters

Karen Villaverde, Enrico Pontelli, Gopal Gupta, 2007, Theory and Practice of Logic Programming.

How Much Time to Allocate to Each Topic

Karen Villaverde, Olga Kosheleva, 2018 .

Computations under time constraints: Algorithms developed for fuzzy computations can help

Karen Villaverde, Olga Kosheleva, Martine Ceberio, 2011, 2011 Annual Meeting of the North American Fuzzy Information Processing Society.

Back to the future: Advanced control techniques justify-on a new level-traditional education practices

Karen Villaverde, Olga Kosheleva, Sergio D. Cabrera, 2013, 2013 Joint IFSA World Congress and NAFIPS Annual Meeting (IFSA/NAFIPS).

Stack splitting: A technique for efficient exploitation of search parallelism on share-nothing platforms

Karen Villaverde, Enrico Pontelli, Gopal Gupta, 2006, J. Parallel Distributed Comput..

Interval Methods for Presenting Performance of Financial Trading Systems

Vladik Kreinovich, Karen Villaverde, Guido Deboeck, 2010 .

Ordering Subsets of (Partially) Ordered Sets

Karen Villaverde, Olga Kosheleva, 2010 .

Stack splitting: a technique for efficient exploitation of search parallelism on share-nothing platforms

Karen Villaverde, Enrico Pontelli, Gopal Gupta, 2006 .

Towards a new justification of the Tastle-Wierman (TW) dissention and consensus measures (and their potential role in education)

Karen Villaverde, Olga Kosheleva, 2010, 2010 Annual Meeting of the North American Fuzzy Information Processing Society.

Interval Computations No 4 , 1993 A Linear-Time Algorithm That Locates Local Extrema of a Function of One Variable From Interval Measurement Results

Vladik Kreinovich, Karen Villaverde, 1993 .

In What Order to Present the Material: An Overview of Part II

Karen Villaverde, Olga Kosheleva, O. Kosheleva, 2018 .

How to Access Students’s Readiness for the Next Class

Karen Villaverde, Olga Kosheleva, O. Kosheleva, 2018 .

How to Enhance Student Motivations by Borrowing from Ancient Tradition: Babylonian Method of Computing the Square Root

Karen Villaverde, Olga Kosheleva, 2018 .

Parallel Algorithms That Locate Local Extrema of a Function of One Variable From Interval Measurement Results

Vladik Kreinovich, Karen Villaverde, V. Kreinovich, 2010 .

From intervals to domains: towards a general description of validated uncertainty, with potential applications to geospatial and meteorological data

Vladik Kreinovich, Karen Villaverde, Graçaliz Pereira Dimuro, 2007 .

How to tell when a product of two partially ordered spaces has a certain property: General results with application to fuzzy logic

Karen Villaverde, Olga Kosheleva, Francisco Zapata, 2011, 2011 Annual Meeting of the North American Fuzzy Information Processing Society.