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Articles 2311 - 2340 of 15412
Full-Text Articles in Entire DC Network
A Triune Philosophy Of Mathematics, Dusty Wilson
A Triune Philosophy Of Mathematics, Dusty Wilson
ACMS Conference Proceedings 2015
What is mathematics and is it discovered or invented? The Humanist, Platonist, and Foundationalist each provide answers. But are the options within the philosophy of mathematics so limited? Rather than viewing and describing mathematics in a mutually exclusive manner, each of these approaches includes components of truth from a greater triune philosophy of mathematics. This talk will introduce this inclusive triune paradigm through which to explore fundamental questions about mathematics.
Software Engineering I: Teaching Challenges, Paul C. Grabow
Software Engineering I: Teaching Challenges, Paul C. Grabow
ACMS Conference Proceedings 2015
The term software engineering can be traced to the late 1960s in response to large-scale, software development problems. Since then it has evolved as a discipline, both within industry and the academy. There have been distinct educational successes: “Standard practice” has matured (and found its way into more textbooks),the ACM and IEEE Computer Society have published curriculum guidelines, computer science programs commonly offer at least one software engineering course, and software engineering degrees (undergraduate or graduate) are more common. However, software engineering still presents a challenge. The term itself has become contorted by companies (and society in general); software has …
Mystery Of The Infinite: Developing A Mathematically Based Summer Scholars Program, Christopher Micklewright
Mystery Of The Infinite: Developing A Mathematically Based Summer Scholars Program, Christopher Micklewright
ACMS Conference Proceedings 2015
For the past two years, the Templeton Honors College, at Eastern University, has been conducting a Summer Scholars Program for high school students. The program, which has offered courses in a variety of topics, brings students to campus for an intensive residential program, coupled with pre-program and post-program work, for which students can earn college credit. In summer 2014, I helped to develop a mathematically based course, to include rigorous study of discrete mathematics, as well as a variety of lectures and extracurricular activities integrating faith and philosophy with mathematics. In this presentation, I will give an overview of the …
The Best Religious Calendar, Andrew Simoson
The Best Religious Calendar, Andrew Simoson
ACMS Conference Proceedings 2015
Many religions have deep roots in the rhythms of the moon. And ever since at least the fifth century BC man has known that the moon repeats itself every n = 19 years. Is this integer valuen the best of all choices?Easter follows such a calendar. We briefly show that 19 is second best. And then we run time backwards, and give a rationale as to why a certain species of cicada has a life cycle of 17 years. The answer involves the moon, the Farey series, and Kepler’s laws of motion.
Math, God And Politics—A Fight Over Geometry In 19th Century Italy, Donna Pierce
Math, God And Politics—A Fight Over Geometry In 19th Century Italy, Donna Pierce
ACMS Conference Proceedings 2015
In 1839 a polemic, reminiscent of the Renaissance public challenges over mathematical problems, was issued by the leader of the synthetic school of geometry, Vincent Flauti, to the analytical school, headed by Fortunato Padula. Three geometric problems were proposed, all carefully chosen to guarantee a victory for the synthetic school. The judges were from the Royal Academy of Sciences, men also favorable to the synthetic method. Why then did the analytics take up this challenge, and who were the real victors? This was not just a fight over the ‘correct’ way to do geometry, it was a fight over politics, …
Experiencing A Paradigm Shift: Teaching Statistics Through Simulation-Based Inference, Dave Klanderman, Mandi Maxwell, Nathan Tintle
Experiencing A Paradigm Shift: Teaching Statistics Through Simulation-Based Inference, Dave Klanderman, Mandi Maxwell, Nathan Tintle
ACMS Conference Proceedings 2015
For decades, statistics has been taught as an application of formulas, making use of normal and other distributions, and relying heavily on algebraic skills of students, in short, emphasizing mathematical thinking. More recently, several textbook author teams have published statistics books that place an increased emphasis on simulation and randomization methods, and a corresponding decreased emphasis on the algebraic manipulation in formulas (e.g., Lock et al., 2012; Tintle et al., 2015) as a way to encourage better statistical thinking.This session describes simulation-based inference curricula more fully, reports on the necessary steps towards implementation of such an approach, and provides both …
On Random Numbers And God’S Nature, James Bradley
On Random Numbers And God’S Nature, James Bradley
ACMS Conference Proceedings 2015
I start with mathematical Platonism, an ancient stream of thought that views numbers as transcending physical reality. I join this to recent insights into mathematical randomness from theoretical computer science. Joining these streams – one ancient, one recent – yields the surprising conclusion that randomness, defined in a particular way, is part of the nature of God. I then explore some of the implications of this conclusion for our understanding of the doctrine of God’s infinitude.
Parables To A Mathematician, Melvin Royer
Parables To A Mathematician, Melvin Royer
ACMS Conference Proceedings 2015
Jesus frequently used parables in His ministry, usually short narratives illustrating the outcomes of people’s choices. In John 3:12 and Matthew 13:10-15, He explained that one reason was to be sure that people who genuinely wanted to understand His message would be able to do so. Since most of His audience was familiar with an agrarian economy, Jesus spoke extensively of wheat, fish, trees, wine, debt, tenants, lamps, etc. Many people have speculated on parables Jesus might have used had He lived in a different society. This non-scholarly (but hopefully thought-provoking) talk will propose parables targeted toward groups of mathematicians …
God: One, Daniel Kiteck
God: One, Daniel Kiteck
ACMS Conference Proceedings 2015
I see the most mathematically significant verse as Deut. 6:4 where God says He is ONE. (And I don’t believe that it is an accident that the greatest commandment to love God with all we are immediately follows.) What is the concept of “one” in relationship to God? Is God dependent on the concept of “one?” What if “one” is ultimately always a comparison going back to God? God is also commonly viewed as infinite. How is this connected to our understanding of the mathematical continuum? Could this help us see how God is foundational both to discrete and continuous …
The Math Olympian, By Richard Hoshino. A Review, Moriah Magcalas, Kyle Spyksma
The Math Olympian, By Richard Hoshino. A Review, Moriah Magcalas, Kyle Spyksma
ACMS Conference Proceedings 2015
This presentation will be a review of the novel The Math Olympian written by ACMS member Richard Hoshino.
Mathematics Without Apologies: A Portrait Of A Problematic Vocation By Michael Harris. A Review, Jeremy Case
Mathematics Without Apologies: A Portrait Of A Problematic Vocation By Michael Harris. A Review, Jeremy Case
ACMS Conference Proceedings 2015
The subtitle of Mathematics without Apologies by Michael Harris is a “Portrait of a Problematic Vocation,”and that problematic vocation involves pure mathematics. What do pure mathematicians do, and why should they do it? Harris critiques the usual answers of truth, beauty, and potential applications as he gives a contemporary revision of G.H. Hardys’ A Mathematicians Apology. Described as a post-post-modern book, Mathematics without Apologies provides a cultural, sociological, philosophical and psychological landscape of the profession and the life of a mathematician. We will explore whether a romantic view of the profession satisfactorily answers the questions and how it might …
The Remarkable Mrs. Somerville, Richard Stout
The Remarkable Mrs. Somerville, Richard Stout
ACMS Conference Proceedings 2015
As a woman growing up in the late eighteenth century, Mary Somerville (1780-1872) was denied access to most formal education and getting a university education was completely out of the question. Yet her interests in nature, science, and mathematics, coupled with an intense curiosity and tenacious desire to learn led her to eventually be known and respected by scientists, mathematicians, and intellectuals in both Britain and France. She is one of the important woman in the history of mathematics, even though she did not publish original work. However, she was a talented writer, producing several significant works, including Mechanism of …
Ten Mathematicians Who Recognized God’S Hand In Their Work, Dale L. Mcintyre
Ten Mathematicians Who Recognized God’S Hand In Their Work, Dale L. Mcintyre
ACMS Conference Proceedings 2015
Scottish philosopher David Hume (1711-1776) once observed that
“Whoever is moved by faith to assent to [the Christian religion], is conscious of a continued miracle in his own person, which subverts all the principles of his understanding, and gives him a determination to believe what is most contrary to custom and experience.” [Hume]
Evidently Humes cynical pronouncement did not apply to Euler, Cauchy, Cantor, and other profound thinkers who believed God had commissioned and equipped them to glorify Him in their pursuit of truth through mathematics And based on their extraordinary achievements the principles of their understanding do not appear …
Home Primes And Foreign Primes, Nicholas Zoller
Home Primes And Foreign Primes, Nicholas Zoller
ACMS Conference Proceedings 2015
Home primes and foreign primes are produced by a simple recipe that blends prime factorizations with recursion. The home prime of a positive integer n is formed by concatenating the prime factors of n in non-decreasing order. If the resulting integer is prime, then we have found the home prime of n. If not, then we repeat the process as many times as needed to obtain a prime. For instance, 35 = 5·7. After concatenation, we have 57 = 3·19, which is followed by 319 = 11·29, which is followed by 1129, which is prime. Thus, the home prime …
Physical Activity In A Theory Of Computing Class, Nancy Lynn Tinkham
Physical Activity In A Theory Of Computing Class, Nancy Lynn Tinkham
ACMS Conference Proceedings 2015
Physical activity breaks, sometimes called brain breaks, are beginning to gain attention among K-12 teachers as a way to keep their students alert and engaged in the classroom. In the Fall 2014 semester, faced with the task of teaching an introductory course in Theory of Computing in a once-a-week, 2 1/2-hour format, I decided to try incorporating physical activity into my own classroom. Time is precious in the college classroom, so any physical activities have to be directly related to the course material. I will describe some physically active exercises that I used in the classroom to teach students about …
Preparing Students To Read A Calculus Textbook, Douglas Phillippy
Preparing Students To Read A Calculus Textbook, Douglas Phillippy
ACMS Conference Proceedings 2015
Consider the exercise of reading the textbook before class. While most educators agree that this practice leads to better learning, too often students enrolled in a calculus class do not find pre-class reading a valuable use of their time, and their commitment to doing so fades. Why is this? As instructors, we hope that these students will be well-versed in the fundamental concepts of the subject by the time they prepare for their final exam, but as they progress through the course and encounter new concepts, they may not be ready for the technical language of the standard calculus textbook. …
Pressure And Impulse In Student Learning: What I Learned From Teaching Physics, Kim Jongerius
Pressure And Impulse In Student Learning: What I Learned From Teaching Physics, Kim Jongerius
ACMS Conference Proceedings 2015
In the fall of 2014, a one-semester gap between the departure of one physics professor and the arrival of the next afforded me the opportunity(?) to teach a first-semester, calculus-based physics class. The thirty-year gap between the last (of three) physics courses I had taken myself and this course I was to teach, combined with a two-week notice prior to the start of the semester, placed me in the interesting position of learning alongside my students. Wading through an unfamiliar text, trying to understand publisher-produced lecture slides, learning from and getting frustrated with online homework, entering review sessions fearful of …
The Why And Where Of Big History: Building A Program, Mojgan Behmand
The Why And Where Of Big History: Building A Program, Mojgan Behmand
Office of Academic Affairs
The goals of our First Year Experience program are aligned with our institutional mission, our core values, and the goals of our General Education program. The program is designed to promote:
- recognition of the personal, communal, and political implications of the Big History story;
- critical and creative thinking in a manner that awakens curiosity and enhances openness to multiple perspectives; and,
- development of reading, thinking, and research skills to enhance one’s ability to evaluate and articulate understanding of one’s place in the unfolding universe.
Paper Abstracts (2015), Association Of Christians In The Mathematical Sciences
Paper Abstracts (2015), Association Of Christians In The Mathematical Sciences
ACMS Conference Proceedings 2015
Twentieth Conference of the Association of Christians in the Mathematical Sciences
Introduction (2015), Thomas Price, Derek Schuurman, Kevin Vander Meulen
Introduction (2015), Thomas Price, Derek Schuurman, Kevin Vander Meulen
ACMS Conference Proceedings 2015
Twentieth Conference of the Association of Christians in the Mathematical Sciences
Table Of Contents (2015), Association Of Christians In The Mathematical Sciences
Table Of Contents (2015), Association Of Christians In The Mathematical Sciences
ACMS Conference Proceedings 2015
Twentieth Conference of the Association of Christians in the Mathematical Sciences
Athletics And Academics: Incompatible?, Michael Hemesath
Athletics And Academics: Incompatible?, Michael Hemesath
Administration Publications
No abstract provided.
Proceedings Of The Twentieth Conference Of The Association Of Christians In The Mathematical Sciences, Association Of Christians In The Mathematical Sciences
Proceedings Of The Twentieth Conference Of The Association Of Christians In The Mathematical Sciences, Association Of Christians In The Mathematical Sciences
ACMS Conference Proceedings 2015
The proceedings of the twentieth conference of the Associate of Christians in the Mathematical Sciences held at Redeemer University College from May 27-30, 2015.
A Comparative Analysis Of The Civilizations Of Fukuzawa Yukichi And Sun Yat-Sen, Matthew Jones
A Comparative Analysis Of The Civilizations Of Fukuzawa Yukichi And Sun Yat-Sen, Matthew Jones
Global Tides
This essay will explore the different theories of civilization for two major Asian political philosophers Fukuzawa Yukichi, and Sun Yat-sen. Both men wrote during the late 19th and early 20th century just as their respective countries, Japan and China, were facing immense pressure to subordinate themselves to the West which threatened the collapse of their historical structures of civilization. The two men’s theories reflect the transitory nature of the times by drawing heavily from both Eastern and Western traditions to create a unique blend of the two which would have an immense impact on the modern course of …
2015 Commencement Program, Columbia College Chicago
2015 Commencement Program, Columbia College Chicago
Commencement Programs
The commencement program of the 2015 Columbia College Chicago graduation ceremonies.
Gender And The History Of Philosophy: An Analysis Of Essentialism And Gender Disempowerment, Forrest T. Deacon
Gender And The History Of Philosophy: An Analysis Of Essentialism And Gender Disempowerment, Forrest T. Deacon
Mahurin Honors College Capstone Experience/Thesis Projects
In this project, I examine the philosophical theories of truth, gender, and power, and the parallels between each theory. I argue that both Friedrich Nietzsche and William James advanced theories that deconstructed the idea that human beings, or “man” and “woman,” were bound by an essential nature or innate characteristics that determined their social role. Though this critique was robust, I argue that it enforces gender disempowerment on a number of platforms since the theories did not analyze gender, but rather truth and value. Simone de Beauvoir, I argue, expanded Nietzsche’s and James’ thought, but included a critical analysis of …
Charles Lewis Cocke Papers, Beth S. Harris
Charles Lewis Cocke Papers, Beth S. Harris
Finding Aids: Guides to the Collections
Personal and professional papers of Charles Lewis Cocke, educator, founder and first president of Hollins University, and Baptist layman.
Spring 2015 Commencement - The University Of Texas Of The Permian Basin, The University Of Texas Permian Basin
Spring 2015 Commencement - The University Of Texas Of The Permian Basin, The University Of Texas Permian Basin
UTPB Commencement Programs
Spring 2015 Commencement - May 9, 2015
The Medical Response To The Black Death, Joseph A. Legan
The Medical Response To The Black Death, Joseph A. Legan
Senior Honors Projects, 2010-2019
This paper discusses the medical response to the Black Death in both Europe and the Middle East. The Black Death was caused by a series of bacterial strands collectively known as Yersinia pestis. The Plague originated in the Mongolian Steppes. It was spread westward by the east-west trading system. Once it arrived in the Crimea in 1346, Italian merchants helped spread it throughout the Mediterranean. Medicine in Europe and the Middle East were centered on Galen’s theory of humors. There were many religious explanations for the Plague, but the main medical explanation was the spread of bad air, or …
Spring Commencement Program, May 8-9, 2015, Coastal Carolina University
Spring Commencement Program, May 8-9, 2015, Coastal Carolina University
Commencement Programs
Program of Commencement Exercises at Coastal Carolina University.