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Motivations Do Not Decrease Procrastination, So What Can We Do?
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In: Departmental Technical Reports (CS) (2022)
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2 |
Why Menzerath's Law?
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In: Departmental Technical Reports (CS) (2022)
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3 |
Just-In-Time Teaching Adds Motivation but Is Less Efficient
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In: Departmental Technical Reports (CS) (2020)
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4 |
Lexicographic-Type Extension of Min-Max Logic Is Not Uniquely Determined
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In: Departmental Technical Reports (CS) (2020)
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5 |
A Fully Lexicographic Extension of Min or Max Operation Cannot Be Associative
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In: Departmental Technical Reports (CS) (2020)
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6 |
Why Bilingualism Helps Autistic Children Function: A Symmetry-Based Explanation
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In: Departmental Technical Reports (CS) (2019)
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7 |
Emerging Bilinguals Future Teachers' Digital Behavior in Online Pre-Calculus Class: Mixed Methods Study
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In: Departmental Technical Reports (CS) (2019)
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8 |
Psychological Behavior of English Learners Utilizing a Cognitive Tutor in an Online Pre-Calculus
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In: Departmental Technical Reports (CS) (2018)
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9 |
Why Zipf's Law: A Symmetry-Based Explanation
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In: Departmental Technical Reports (CS) (2018)
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10 |
Bayesian Approach to Intelligent Control and Its Relation to Fuzzy Control
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In: Departmental Technical Reports (CS) (2016)
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11 |
Fuzzy Pareto Solution in Multi-criteria Group Decision Making with Intuitionistic Linguistic Preference Relation
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In: Departmental Technical Reports (CS) (2016)
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12 |
From Numerical Probabilities to Linguistic Probabilities: A Theoretical Justification of Empirical Granules Used in Risk Management
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In: Departmental Technical Reports (CS) (2014)
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13 |
Computing with Words: Towards a New Tuple-Based Formalization
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In: Departmental Technical Reports (CS) (2013)
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14 |
Why 20? Why 40? A Possible Explanation of a Special Role of 20 and 40 in Traditional Number Systems
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In: Departmental Technical Reports (CS) (2013)
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15 |
Dialect or a New Language: A Possible Explanation of the 70% Mutual Intelligibility Threshold
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In: Departmental Technical Reports (CS) (2013)
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17 |
Random Fuzzy Sets
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In: Departmental Technical Reports (CS) (2007)
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18 |
Shadows Of Fuzzy Sets - a Natural Approach Towards Describing 2-D and Multi-D Fuzzy Uncertainty in Linguistic Terms
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In: Departmental Technical Reports (CS) (2000)
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