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Engbert, Kai; Wohlschlager, Andreas; Thomas, Richard; Haggard, Patrick – Journal of Experimental Psychology: Human Perception and Performance, 2007
Intentional binding refers to a temporal attraction in the perceived times of actions and effects. So far, it has solely been investigated using judgments of the perceived time of actions or their effects. The authors report 3 experiments using an alternative method: the estimation of a time interval between a voluntary action and its subsequent…
Descriptors: Intervals, Computation, Mathematical Models, Experiments
Allen, Michael R. – ProQuest LLC, 2009
A recent focus on contemporary evolution and the connections between communities has sought to more closely integrate ecology with evolutionary biology. Studies of coevolutionary dynamics, life history evolution, and rapid local adaptation demonstrate that ecological circumstances can dictate evolutionary trajectories. Thus, variation in species…
Descriptors: Science Activities, Mathematical Models, Genetics, Ecology
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Friedlander, Alex – Mathematics Teaching in the Middle School, 2009
Infinity and infinitely small numbers pique the curiosity of middle school students. From a very young age, many students are intrigued, interested, and even fascinated by extremely large or extremely small numbers or quantities. This article describes an activity that takes this curiosity about infinity into the domain of adding the numbers of an…
Descriptors: Numbers, Mathematical Concepts, Grade 5, Arithmetic
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Lee, Samuel C. K.; Ding, Jun; Prosser, Laura A.; Wexler, Anthony S.; Binder-Macleod, Stuart A. – Developmental Medicine & Child Neurology, 2009
Aim: The purpose of this study was to determine if our previously developed muscle model could be used to predict forces of the quadriceps femoris and triceps surae muscles of children with spastic diplegic cerebral palsy (CP). Method: Twenty-two children with CP (12 males, 10 females; mean age 10y, SD 2y, range 7-13y; Gross Motor Function…
Descriptors: Intervention, Stimulation, Mathematical Models, Cerebral Palsy
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Blythe, Richard A.; Croft, William A. – Language Learning, 2009
Language is a complex adaptive system: Speakers are agents who interact with each other, and their past and current interactions feed into speakers' future behavior in complex ways. In this article, we describe the social cognitive linguistic basis for this analysis of language and a mathematical model developed in collaboration between…
Descriptors: Mathematical Models, Interaction, Interpersonal Communication, Social Cognition
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Bonacich, Phillip; Bienenstock, Elisa Jayne – Social Psychology Quarterly, 2009
This paper presents and tests a general model to predict emergent exchange patterns and power differences in reciprocal exchange networks when individual actors follow the norm of reciprocity. With an interesting qualification, the experimental results reported here support the power-dependence approach (Emerson 1972a, b): those who acquire the…
Descriptors: Interpersonal Communication, Power Structure, Prediction, Interpersonal Relationship
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Reid, Thomas F.; King, Stephen C. – PRIMUS, 2009
A common example of real-world motion that can be modeled by a differential equation, and one easily understood by the student, is the simple pendulum. Simplifying assumptions are necessary for closed-form solutions to exist, and frequently there is little discussion of the impact if those assumptions are not met. This article presents a…
Descriptors: Mathematical Models, Motion, Calculus, Science Instruction
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McClure, Richard; Sircar, Sumit – Journal of Education for Business, 2008
The current business environment is awash in vast amounts of data that ongoing transactions continually generate. Leading-edge corporations are using business analytics to achieve competitive advantage. However, educators are not adequately preparing business school students in quantitative methods to meet this challenge. For more than half a…
Descriptors: Numeracy, Business Administration Education, Undergraduate Students, Mathematical Models
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Rieger, Marc Oliver; Wang, Mei – Psychological Review, 2008
Comments on the article by E. Brandstatter, G. Gigerenzer, and R. Hertwig (2006). The authors discuss the priority heuristic, a recent model for decisions under risk. They reanalyze the experimental validity of this approach and discuss how these results compare with cumulative prospect theory, the currently most established model in behavioral…
Descriptors: Heuristics, Models, Mathematical Models, Decision Making
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Huff, Monica; Dotson, Edward G. – Performance Improvement, 2008
The purpose of the performance study was to review a proposed U.S. Navy Learning Center instructor computation (ICOMP) model for calculating the number of instructors required for teaching courses at Navy training sites. Based on recommendations from the initial analysis, a workweek breakdown was conducted for facilitated self-paced instructors.…
Descriptors: Working Hours, Computation, Armed Forces, Mathematical Models
Porter, Christopher H. – ProQuest LLC, 2011
The purpose of this study was to examine the variables which influence a high school student to enroll in an engineering discipline versus a physical science discipline. Data was collected utilizing the High School Activities, Characteristics, and Influences Survey, which was administered to students who were freshmen in an engineering or physical…
Descriptors: Engineering Education, Engineering, Physical Sciences, College Freshmen
Actuarial Foundation, 2012
The purpose of these modules is to provide an introduction to the world of probability and statistics to accelerated mathematics students at the high school level. The materials are centered on the fictional town of Happy Shores, a coastal community which is at risk for hurricanes. Actuaries at an insurance company figure out the risks and…
Descriptors: Mathematical Concepts, Probability, Statistics, Learning Modules
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Brown, Simon – Acta Didactica Napocensia, 2009
Many students have some difficulty with calculations. Simple dimensional analysis provides a systematic means of checking for errors and inconsistencies and for developing both new insight and new relationships between variables. Teaching dimensional analysis at even the most basic level strengthens the insight and confidence of students, and…
Descriptors: Computation, Units of Study, Teaching Methods, Fundamental Concepts
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Nicholson, Walter; Westhoff, Frank – Journal of Economic Education, 2009
General equilibrium models now play important roles in many fields of economics including tax policy, environmental regulation, international trade, and economic development. The intermediate microeconomics classroom has not kept pace with these trends, however. Microeconomics textbooks primarily focus on the insights that can be drawn from the…
Descriptors: Economic Development, Microeconomics, Computer Simulation, Economics Education
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Breton, Theodore R. – Education Economics, 2010
This paper uses a new data-set for cumulative national investment in formal schooling and a new instrument for schooling to estimate the national return on investment in 61 countries. These estimates are combined with data on the private rate of return on investment in schooling to estimate the external rate of return. In 1990 the external rate of…
Descriptors: Income, Educational Benefits, Outcomes of Education, Educational Assessment
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