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Introduction (1997), Association Of Christians In The Mathematical Sciences

ACMS Conference Proceedings 1997

Eleventh ACMS Conference on Mathematics from a Christian Perspective

Table Of Contents (1997), Association Of Christians In The Mathematical Sciences

ACMS Conference Proceedings 1997

Eleventh ACMS Conference on Mathematics from a Christian Perspective

Schedule (1997), Association Of Christians In The Mathematical Sciences

ACMS Conference Proceedings 1997

Eleventh ACMS Conference on Mathematics from a Christian Perspective

Using A Constant Tie Delay To Teach Measurement To Middle School Students With Learning Disabilities, Emily S. Lovell

Theses & Honors Papers

The purpose of this study was to teach the parts of an inch in sixteenths, using a constant time delay procedure. Constant time delay is a virtually effortless, or near errorless, instructional process involving the simultaneous delivery of a target stimulus and a controlling prompt for a limited number of trials, followed by trials where the target stimulus is presented, but the controlling prompt is delayed for a constant time period. The study was conducted with 6 sixth-grade students in a self­ contained math class for students with learning disabilities. The subject group contained 5 males and 1 female. Each …

Circles Of The Gods: Copernicus, Kepler, And The Ellipse, Owen Gingerich

ACMS Conference Proceedings 1997

No abstract provided.

Mathematics At Chartres Cathedral, Richard Stout

ACMS Journal 2004

Chartres Cathedral is highly regarded as a magnificent Gothic structure including beautiful stained glass windows and striking sculptures. Mathematics, especially geometry, played a central role in the design of this cathedral. This paper explores that mathematics and how it contributes to the overall effectiveness of the design.

Mathematics And Values: Can Philosophy Guide Projects?, Michael H. Veatch

ACMS Journal 2004

The philosophy of mathematics has provided insight on questions of foundations and mathematical truth; however, it has not been very fruitful in guiding the practice of mathematics. This paper attempts to find points of contact between a Christian worldview and the choice of mathematical projects and methods. Three areas are considered: (i) dubitability in current research, (ii) the intrinsic value of contemporary mathematics to contemporary society, and (iii) the affirmation of human value in the use of mathematics. Finally, a framework for valuing mathematics is proposed as an encouragement to think more deeply about how a Christian might choose a …

Aims & Scope

Journal of Mathematics and Science: Collaborative Explorations

No abstract provided.

Student Work Section, R. Howard

Journal of Mathematics and Science: Collaborative Explorations

No abstract provided.

Educational Research Abstracts, G. Bass Jr.

Journal of Mathematics and Science: Collaborative Explorations

No abstract provided.

Solving Problems Involving Hamilton Circuits, T. Wainwright

Journal of Mathematics and Science: Collaborative Explorations

No abstract provided.

Contents

Journal of Mathematics and Science: Collaborative Explorations

No abstract provided.

Title Page

Journal of Mathematics and Science: Collaborative Explorations

No abstract provided.

Journal Of Mathematics And Science: Collaborative Explorations

Journal of Mathematics and Science: Collaborative Explorations

No abstract provided.

Math, Science And Adventures In Space, K. Thornton

Journal of Mathematics and Science: Collaborative Explorations

No abstract provided.

On The Relationships Between Mathematics And Science In Schools, Z. Usiskin

Journal of Mathematics and Science: Collaborative Explorations

No abstract provided.

Mathematics For General Education: Another Rule Of Three, G. Rublein

Journal of Mathematics and Science: Collaborative Explorations

No abstract provided.

One Hour Of Chemical Demonstrations, S. Solomon, M. Oliver-Hoyo, J. Tian, B. Brook

Journal of Mathematics and Science: Collaborative Explorations

This article describes a diverse set of chemistry demonstrations especially selected to encourage student interaction and to be easily transported. The demonstrations may be presented at a level that can be tailored to any audience– from very young children to high school students planning careers in science. An ideal environment is a small classroom with 20-30 students where everyone can take part in the discussion. Once the chemicals are prepared, the collection of demonstrations takes about ten minutes to set-up, and one hour (or less) to perform. Very little is needed at the visiting site, no more than a table …

Using Graphing Calculators To Integrate Mathematics And Science, J. Garofalo, F. Pullano

Journal of Mathematics and Science: Collaborative Explorations

The computational, graphing, statistical and programming capabilities of today’s graphing calculators make it possible for teachers and students to explore aspects of functions and investigate real-world situations in ways that were previously inaccessible because of computational constraints. Many of the features of graphing calculators can be used to integrate topics from mathematics and science. Here we provide a few illustrations of activities that use the graphing, parametric graphing, regression, and recursion features of graphing calculators to study mathematics in science contexts.

Developing Mathematics Enrichment Workshops For Middle School Students: Philosophy And Sample Workshops, H. Keynes, A. Olson, K. Singer

Journal of Mathematics and Science: Collaborative Explorations

This paper describes our approach to organizing enrichment activities using advanced mathematics topics for diverse audiences of middle school students. We discuss our philosophy and approaches for the structure of these workshops, and then provide sample schedules and resource materials. The workshops cover activities on the following topics: Graphing Calculators; The Chaos Game; Statistical Sampling; CT Scans–the reconstruction problem; The Platonic and Archimedean solids; The Shape of Space; Symmetry; The Binary Number System and the game of NIM; Graph Theory: Proof by Counterexample.

The Power Of An Idea..., Illinois Mathematics And Science Academy

IMSA History

It is our privilege to share with you the First Decade Report of the Illinois Mathematics and Science Academy, an educational laboratory engaged in serious inquiry about critical issues of teaching and learning.

Ten years ago, IMSA opened its doors with 210 students, 12 faculty members, 21 courses, no residence halls, no computers, no external programs, many unanswered questions and an uncertain future. During our early years, we faced many challenges; these strengthened our resolve and deepened our commitment to transform teaching and learning in mathematics, science and technology.

While IMSA is still a very young enterprise, in ten short …

Nsu M.S. And Ed.S. In Science Education 1996, Nova Southeastern University

Abraham S. Fischler College of Education and School of Criminal Justice College Archive

No abstract provided.

Nsu Graduate Teacher Education Program (Gtep) M.S. And Ed.S. In Science Education 1996, Nova Southeastern University

Abraham S. Fischler College of Education and School of Criminal Justice College Archive

No abstract provided.

An Investigation Of The Energy And Transportation Component For Junior High School Technology Education Programs In Taiwan, Chang-Cheng Chen

Dissertations and Theses @ UNI

The purpose of this study was to identify the appropriate content of the Energy and Transportation (E&T) unit for use in instruction in the junior high school Technology Education (TE) programs in Taiwan. Another purpose was to provide the Taiwanese higher education program administrators and educational planners with practical information for use in effectively designing and implementing preservice and in-service teacher preparation programs.

Survey instruments were developed through a literature review and validated by nine experts in E&T. The samples included 400 stratified and randomly selected TE teachers from four geographic parts of Taiwan, 200 stratified and randomly selected industrial …

Nsu Graduate Teacher Education Program (Gtep) M.S. And Ed.S. In Mathematics Education 1995, Nova Southeastern University

Abraham S. Fischler College of Education and School of Criminal Justice College Archive

No abstract provided.

Mathematics From The Viewpoint Of Science In Context, Johan Deklerk

ACMS Conference Proceedings 1995

This is the first of a series of papers presented over several years by deKlerk exploring the notion of how mathematics might be taught from a Christian perspective. In this paper, he introduces the notion of context as the basis for such an approach. He then discusses seven contexts a teacher can employ.

Improving The Teaching Of Mathematics, David S. Moore

ACMS Conference Proceedings 1995

No one concerned about the teaching of college mathematics--and few mathematicians who are not concerned--can have missed the movement to reform teaching in the mathematical sciences at all levels. The teaching of any active branch of knowledge, like the church, is of course "reforming and ever to be reformed." Calls to modernize what we offer students are always with us. What is striking about the current reform movement is not only its momentum but the fact that it centers on pedagogy rather than on content. We ought, say the reformers, to radically alter our style of teaching. My purpose in …

Experimenting With The Calculus Laboratory Setting, Glen Van Brummelen

ACMS Conference Proceedings 1995

Reform of post-secondary mathematics education, particularly introductory calculus, is becoming commonplace across North America. Although there are many varieties of reform, most can be placed within the philosophical camp of social constructivism. According to this movement, mathematical knowledge is constructed in an interactive way through instructor-student and inter-student dialogue, rather than built in an axiomatic sense such as the "new math" of 20 years ago, or in the reductionistic, algorithmic sense dominant in secondary and introductory college mathematics. While I hold serious concerns about the relativizing of mathematical knowledge that occurs when social constructivism is adopted as a philosophy of …

What Does A Computer Program Mean? An Introduction To Denotational Semantics, Gene B. Chase

ACMS Conference Proceedings 1995

This paper is for mathematicians who are curious about how topology is being used to prove computer programs correct. Those advanced parts have been limited to Sections III, V, and VI, and they are marked by a [clock symbol]. By contrast, sections II, IV, and VII are suitable as a companion to existing textbooks in a Computer Science course such as Organization of Programming Languages, the course CS 8 as described in Curriculum [1979]. Perhaps in a first reading you might read just those sections.

Among many books and articles on the semantics, or meaning, of computer languages, …

Using Data To Develop Mathematical Methods, Philip R. Carlson

ACMS Conference Proceedings 1995

An analysis of ordered pairs and their scatter plots leads to interesting questions related to mathematical modeling. Some statistical methods suggest ways to approach this analysis of the ordered pairs. Both high school and college methods are illustrated in this paper.