This study examines the relationship between a child's concept of geographic and territorial relationships and his competence on classification and class inclusion measures. Jean Piaget's stages of development and studies conducted by other investigators (Jahoda, 1964; Stoltman, 1971; Rand and Towler, 1973; Flavell, 1963; Asher, et al, 1971;…

The problem of this research was to construct a list of behaviorally specifiable objectives for secondary school teachers to use in teaching the higher cognitive skills (ie., problem solving, rational thinking, and discovery) as well as subject matter. Process, as contrasted with content, was the focus. The specific Thought Process Objectives are…

Four types of proportionality problems were administered to: (1) secondary school students who were enrolled in Project Physics, and (2) students not enrolled in physics. Both samples were randomly selected. Groups were not found to differ significantly in problem solving ability but both revealed that the ability to solve certain problems was…

Debates as to the appropriateness of using the Karplus Islands Puzzle as an instrument to assess formal-operational thought. (CP)

After participating in a 4-week demonstration project focusing on enriching skills in cognition, memory, convergent and divergent thinking, creativity, and problem solving, 68 potentially gifted 4- and 5- year-olds (many from culturally-diverse and/or low socioeconomic backgrounds) made significant gains in their ability to reason with figures and…

Investigates whether children's use of reasoning differs in child-child and adult-child discussions of moral dilemmas. Supports Piaget's contention that moral discussions with peers feature a more spontaneous use of reasoning than do discussions with adults. (HOD)

This bulletin offers guidelines to help parents and teachers improve the thinking skills of gifted children. It stresses the importance of encouraging thinking through the use of evocative questions, distinguishes between and defines critical thinking and creative thinking, and offers suggested questions to prompt either creative/divergent…

Research was undertaken to determine whether a profile using logical reasoning ability, attitude toward mathematics, and grade point average would distinguish between concrete and formal operational thinking in preservice teachers. Study results provided evidence that preservice elementary and secondary teachers were functioning at different…

The validity of Lawrence Kohlberg's empirical findings and of his cognitive developmental approach to understanding moral development is questioned. An alternative theory of moral development which emphasizes moral sensibility as well as reasoned moral judgment is proposed. (PP)

Soviet teaching experiments, based on the research of P. Ia. Galperin and of V. V. Davydov, are described, in which children are taught abstract concepts before they are provided with concrete examples. (GDC)

The educational implications of Piaget's concept of intelligence provide a framework for the application of theory to educational practice. The uniqueness of individual learning is compared to stage-based teaching. Social interaction is viewed as one of the major forces in cognitive development. (JN)

Examined 8- and 10-year olds' understanding of the unique features of and potential relations among mental activities. Found a developing tendency to organize mental activities on the degree to which memory was a component of the activity. Results suggest that a constructivist theory of mind develops in later childhood. (AA)

Features five activities to nurture "number sense," promote practice in mental calculations, and promote student self-confidence in mathmatical operations. These are "hands-off" exercises that are preparatory to calculator and computer use for math. (ET)

Three experiments using university students explored what constitutes an event and what determines its boundaries. Results supported the hypothesis that sequences of stimuli repeating in different contexts are cut out to become cognitive entities ("things" with a beginning and an end) in their own right. Results suggest that the…

Pragmatic and semantic problem solving are examined as processes that enhance acquisition of mathematical knowledge. It is suggested that development of mathematical cognition involves restructuring and that math teachers can help restructure children's knowledge systems by providing them with situations in which semantic and pragmatic problem…