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Articles 1171 - 1200 of 1646
Full-Text Articles in Mathematics
Integrating Laptops Into A Mathematics Curriculum, Mary Wagner-Krankel
Integrating Laptops Into A Mathematics Curriculum, Mary Wagner-Krankel
ACMS Conference Proceedings 2003
In 1999, St. Mary's University in San Antonio received a Title V Grant, providing $2.1 million over five years. The money was used to help finance computers for students, fund faculty training for computer-related curriculum, convert traditional classrooms into technology or "Smart classrooms", and upgrade the school's Internet connections. This article discusses specific software and hardware advancements made at the University through this grant. The article also describes how the Math department specifically integrated the laptops into their courses using software programs such as Mathcad and Blackboard.
Men Are From The Server Side, Women Are From The Client Side: A Biblical Perspective On Men, Women And Computer Science, Kim Potter Kihlstrom
Men Are From The Server Side, Women Are From The Client Side: A Biblical Perspective On Men, Women And Computer Science, Kim Potter Kihlstrom
ACMS Conference Proceedings 2003
The percentage of women in computer science is small and has decreased over the last twenty years. Why is this the case, when computer science is a wonderful and growing field with many opportunities? I believe that the situation has its roots in the basic differences between men and women, differences that were present from the beginning of creation and are a part of the way that God made male and female uniquely. In order to ensure that both talented men and women are attracted to computer science, we need to understand the differences between men and women, and how …
Mathematics, Science, And George Macdonald, David L. Neuhouser
Mathematics, Science, And George Macdonald, David L. Neuhouser
ACMS Conference Proceedings 2003
In writing about George MacDonald choosing a college major, biographer William Raeper wrote that he chose “chemistry, a strange choice perhaps for a future novelist and poet and not an easy one for him to make.” He further conjectured that MacDonald’s choice was based on “common sense and sound economics” rather than “his poetic yearnings.” Many would agree with Raeper that science is a strange choice for a future poet and novelist. This paper argues that the role of beauty and imagination is very similar in science, mathematics, and literature, so it might not be so strange that someone could …
Mathematical Models And Reality, John Byl
Mathematical Models And Reality, John Byl
ACMS Conference Proceedings 2003
This paper examines the nature and function of mathematical models, using illustrations from cosmology, space geometry and atomic physics. Mathematical models enable us to make precise calculations and predictions; they serve as analogies and conceptual frameworks that lead to new discoveries; and they bridge the gap between appearance and reality. Their success implies that the universe had a mathematical structure. However, one must be careful not to confuse models of reality with reality itself. A variety of models can represent the same data; any model can be given different physical interpretations. The choice of a model and its interpretation depends …
Mathematics And The Love Of God: An Introduction To The Thought Of Simone Weil, Scott Taylor
Mathematics And The Love Of God: An Introduction To The Thought Of Simone Weil, Scott Taylor
ACMS Conference Proceedings 2003
No abstract provided.
Non-Random Equidistant Letter Sequence Extensions In Ezekiel, Richard E. Sherman, Nathan Jacobi
Non-Random Equidistant Letter Sequence Extensions In Ezekiel, Richard E. Sherman, Nathan Jacobi
ACMS Conference Proceedings 2003
No abstract provided.
A Pseudo-History Of Number Systems, Richard Laatsch
A Pseudo-History Of Number Systems, Richard Laatsch
ACMS Conference Proceedings 2003
No abstract provided.
Mathematics And The Love Of God: An Introduction To The Thought Of Simone Weil, Scott Taylor
Mathematics And The Love Of God: An Introduction To The Thought Of Simone Weil, Scott Taylor
ACMS Conference Proceedings 2003
Simone Weil was the sister of Andre Weil, one of the twentieth century's foremost mathematicians. She is a widely read and creative writer on spiritual themes. She addressed mathematics extensively in her writings. This paper discusses her views of mathematics and beauty, her critiques of modern science, her views on truth, and her concept that mathematical ideas can serve as symbols of spiritual ideas.
Introduction (2003), Association Of Christians In The Mathematical Sciences
Introduction (2003), Association Of Christians In The Mathematical Sciences
ACMS Conference Proceedings 2003
Fourteenth Conference of the Association of Christians in the Mathematical Sciences
Schedule (2003), Association Of Christians In The Mathematical Sciences
Schedule (2003), Association Of Christians In The Mathematical Sciences
ACMS Conference Proceedings 2003
Fourteenth Conference of the Association of Christians in the Mathematical Sciences
A Christian Perspective On Mathematics – History Of Mathematics And Study Guides, Johan Deklerk
A Christian Perspective On Mathematics – History Of Mathematics And Study Guides, Johan Deklerk
ACMS Conference Proceedings 2003
This paper addresses two questions: (1) Will a study of the history of the subject serve any purpose in promoting a Christian perspective on mathematics? (2) Can the "science in context" approach be of further help in promoting such a perspective? The author answers both positively and provides specific examples of how he has done this in his own classes.
Table Of Contents (2003), Association Of Christians In The Mathematical Sciences
Table Of Contents (2003), Association Of Christians In The Mathematical Sciences
ACMS Conference Proceedings 2003
Fourteenth Conference of the Association of Christians in the Mathematical Sciences
Developing Into Series And Returning From Series: A Note On The Foundations Of Eighteenth-Century Analysis, Giovanni Ferraro, Marco Panza
Developing Into Series And Returning From Series: A Note On The Foundations Of Eighteenth-Century Analysis, Giovanni Ferraro, Marco Panza
MPP Published Research
In this paper we investigate two problems concerning the theory of power series in 18th-century mathematics: the development of a given function into a power series and the inverse problem, the return from a given power series to the function of which this power series is the development. The way of conceiving and solving these problems closely depended on the notion of function and in particular on the conception of a series as the result of a formal transformation of a function. After describing the procedures considered acceptable by 18th-century mathematicians, we examine in detail the different strategies—both direct and …
Resources Related To Mathematics, Art And Nature, Vicki Beitler
Resources Related To Mathematics, Art And Nature, Vicki Beitler
Sabbaticals
The purpose of my sabbatical work was to learn about resources related to mathematics and art, nature, music and architecture. These subjects appeal to a wide audience, yet their mathematical connections are often on the periphery of a mathematics student's studies. In this way I planned to increase my knowledge of mathematics but at the same time broaden my understanding of cross-disciplinary subjects.
A Christian Perspective On Mathematics – History Of Mathematics And Study Guides, Johan Deklerk
A Christian Perspective On Mathematics – History Of Mathematics And Study Guides, Johan Deklerk
ACMS Journal 2004
This paper addresses two questions: (1) Will a study of the history of the subject serve any purpose in promoting a Christian perspective on mathematics? (2) Can the "science in context" approach be of further help in promoting such a perspective? The author answers both positively and provides specific examples of how he has done this in his own classes.
Creationism – A Viable Philosophy Of Mathematics, Jonathan Zderad
Creationism – A Viable Philosophy Of Mathematics, Jonathan Zderad
ACMS Journal 2004
In this paper, the author addresses two classical questions of the philosophy of mathematics: What, if any, of mathematics exists in the objective sense? How do humans know that our knowledge of mathematics is correct? He argues that the Christian doctrine of God as creator provides a basis for answering these questions. He also provides a critique of eight widely discussed philosophies of mathematics.
Mathematics And The Love Of God: An Introduction To The Thought Of Simone Weil, Scott Taylor
Mathematics And The Love Of God: An Introduction To The Thought Of Simone Weil, Scott Taylor
ACMS Journal 2004
Simone Weil was the sister of Andre Weil, one of the twentieth century's foremost mathematicians. She is a widely read and creative writer on spiritual themes. She addressed mathematics extensively in her writings. This paper discusses her views of mathematics and beauty, her critiques of modern science, her views on truth, and her concept that mathematical ideas can serve as symbols of spiritual ideas.
From The Editor, Issue 26, 2002, Alvin White
From The Editor, Issue 26, 2002, Alvin White
Humanistic Mathematics Network Journal
No abstract provided.
Humanizing Mathematics: The Humanistic Impression In The Course For Mathematics Teaching, Ada Katsap
Humanizing Mathematics: The Humanistic Impression In The Course For Mathematics Teaching, Ada Katsap
Humanistic Mathematics Network Journal
No abstract provided.
Book Review: My Dance Is Mathematics By Joanne Growney, Sally Lipsey
Book Review: My Dance Is Mathematics By Joanne Growney, Sally Lipsey
Humanistic Mathematics Network Journal
No abstract provided.
Equation Story, Whitney Perret
Equation Story, Whitney Perret
Humanistic Mathematics Network Journal
No abstract provided.
Loopy, George W. Hart
History Of Mathematics, An Intuitive Approach, Alejandro R. Garciadiego
History Of Mathematics, An Intuitive Approach, Alejandro R. Garciadiego
Humanistic Mathematics Network Journal
The main goal of this essay is to discuss, informally, an intuitive approach to the history of mathematics as an academic discipline. The initial point of departure includes the analysis of some traditional definitions of the concept of 'history' taken from standard dictionaries. This concise dissection attempts to suggest the complexity of the discipline.
A Brief Look At Mathematics And Theology, Philip J. Davis
A Brief Look At Mathematics And Theology, Philip J. Davis
Humanistic Mathematics Network Journal
No abstract provided.
Notes On Formal Constructivism, D. Joyner, P. Lejarraga
Notes On Formal Constructivism, D. Joyner, P. Lejarraga
Humanistic Mathematics Network Journal
Our aim is to sketch some ideas related to how we (as in, we two) think we (as in, we humans) think. "That theory is useless. It isn't even wrong." - Wolfgang Pauli. Our hope in this paper is to provide a theory, admittedly somewhat vague, of how we think about mathematics. We also hope our ideas do not cause the reader to be reminded of Pauli's quote above. These notes were motivated by the interesting book by Changeaux and Connes.
Calculus, Sarah Glaz
Aphorisms, Lee Goldstein
Limits Highlights From Over 2000 Years Of Developments In Calculus Limits, Lauri A. Nevalainen
Limits Highlights From Over 2000 Years Of Developments In Calculus Limits, Lauri A. Nevalainen
Honors Capstones
Capstone submitted as a graduation requirement for the BSU Honors Program.
Mathematisation Of The Science Of Motion And The Birth Of Analytical Mechanics : A Historiographical Note, Marco Panza
Mathematisation Of The Science Of Motion And The Birth Of Analytical Mechanics : A Historiographical Note, Marco Panza
MPP Published Research
Usually, one speaks of mathematization of a natural or social science to mean that mathematics comes to be a tool of such a science: the language of mathematics is used to formulate its results, and/or some mathematical techniques is employed to obtain these results.
Galactic Hippodrome, Arnold L. Trindade
Galactic Hippodrome, Arnold L. Trindade
Humanistic Mathematics Network Journal
No abstract provided.