David Premack: Psychology of Education & Principles Applying the Premack Principle in the Classroom Fixed Ratio & Reinforcement Schedule | Definition & Examples Variable-Interval Reinforcement Schedule | Definition & Examples Continuous Reinforcement | Definition, Schedules & Examples Schedules of Reinforcemen...
(1991). The comparative psychology of fixed- interval responding: Some quantitative analyses. Learning and Motivation, 22, 84-111.Lejeune, H., & Wearden, J. H. (1991). The comparative psychology of fixed-interval responding: Some quanti- tative analyses. Learning and Motivation, 22, 84-111...
David Premack: Psychology of Education & Principles Applying the Premack Principle in the Classroom Fixed Interval Reinforcement | Definition, Schedule & Examples Schedules of Reinforcement in Psychology | Types & Examples Create an account to start this course today Used by over 30 million student...
Five undergraduate psychology majors and one high school student were trained to vocalize for point reinforcement. Once they did this regularly, they were trained to verbalize freely for points on fixed-interval schedules. Each of the Ss spoke at high rates with rare pauses until an S D for ...
Summary This chapter contains sections titled: Introduction Definition of a summary effect Estimating the summary effect Extreme effect size in a large study or a small study Confidence interval The null hypothesis Which model should we use? Model should not be based on the test for heterogeneity ...
In the present study, a purely behavioral procedure was tested with 10 female Sprague-Dawley rats who were placed on a progressive ratio and then a fixed interval 20 s schedule of reinforcement to see if these two schedules were related measures of impulsivity. The definition of impulsivity used...
The table above shows that accident data corresponding to the second most risky interval (y = 3 − MEDIUM RISK) were measured for this exposure. However, from the analysis of the observed age of the vehicles involved in these three accidents, it is clear that the average year of ...
We give further, various results using only some conditions of the definition of F ¯ -contractions. Then, we prove a ( s , q ) − Jaggi- F ¯ - contraction fixed point theorem in 0 − d b l − complete b-metric-like space without conditions (F2) and (F3) using the prop...
Definition 1 ([20]). Let η : R → [ 0 , 1 ] be a mapping, whose α-level set is denoted by [ η ] α = { δ ∈ R : η ( δ ) ≥ α } ,η is called a fuzzy real number or fuzzy interval, if the following two conditions are satisfied: (1) There exists δ 0 ...
Additionally, we denote the space of all Lebesgue integrable fuzzy-valued functions on the bounded interval [ a , b ] ⊂ R by L F [ a , b ] . Definition 16. Let f ′ ∈ C F [ a , b ] ⋂ L F [ a , b ] . The fractional generalized Hukuhara Caputo derivative of fuzzy...