Loop Homology Of Bi-Secondary Structures,
2019
Illinois State University
Loop Homology Of Bi-Secondary Structures, Andrei Bura
Annual Symposium on Biomathematics and Ecology Education and Research
No abstract provided.
Design Of Experiments For Unique Wiring Diagram Identification,
2019
California Polytechnic State University, San Luis Obispo
Design Of Experiments For Unique Wiring Diagram Identification, Elena Dimitrova
Annual Symposium on Biomathematics and Ecology Education and Research
No abstract provided.
The Energy-Spectrum Of Bicompatible Sequences,
2019
Illinois State University
The Energy-Spectrum Of Bicompatible Sequences, Wenda Huang
Annual Symposium on Biomathematics and Ecology Education and Research
No abstract provided.
On An Enhancement Of Rna Probing Data Using Information Theory,
2019
University of Virginia
On An Enhancement Of Rna Probing Data Using Information Theory, Thomas J.X. Li, Christian M. Reidys
Annual Symposium on Biomathematics and Ecology Education and Research
No abstract provided.
Topology And Dynamics Of Gene Regulatory Networks: A Meta-Analysis,
2019
Illinois State University
Topology And Dynamics Of Gene Regulatory Networks: A Meta-Analysis, Claus Kadelka
Annual Symposium on Biomathematics and Ecology Education and Research
No abstract provided.
Modeling Control Methods To Manage The Sylvatic Plague In Black-Tailed Prairie Dog Towns,
2019
University of Tennessee, Knoxville
Modeling Control Methods To Manage The Sylvatic Plague In Black-Tailed Prairie Dog Towns, David C. Elzinga, Shelby R. Stowe, Leland Russell
Annual Symposium on Biomathematics and Ecology Education and Research
No abstract provided.
Using Agent-Based Modeling To Investigate The Existence Of Herd Immunity Thresholds For Infectious Diseases On Randomly Generated Contact Networks,
2019
University of Portland
Using Agent-Based Modeling To Investigate The Existence Of Herd Immunity Thresholds For Infectious Diseases On Randomly Generated Contact Networks, Hannah Callender Highlander, Owen Price
Annual Symposium on Biomathematics and Ecology Education and Research
No abstract provided.
Oscillation In Mathematical Epidemiology,
2019
Bates College
Oscillation In Mathematical Epidemiology, Meredith Greer
Annual Symposium on Biomathematics and Ecology Education and Research
No abstract provided.
A Concise Workbook For College Algebra 2nd Edition,
2019
CUNY Queensborough Community College
A Concise Workbook For College Algebra 2nd Edition, Fei Ye
Open Educational Resources
This is the second edition of the book "A Concise Workbook for College Algebra". In this new edition, some tips and notes, more exercises and examples were added.
Research For Educators: Modeling Graph Theory For Nontraditional Math Researchers,
2019
Illinois State University
Research For Educators: Modeling Graph Theory For Nontraditional Math Researchers, Erwin Cornelius
Annual Symposium on Biomathematics and Ecology Education and Research
No abstract provided.
A Study On Discrete And Discrete Fractional Pharmacokinetics-Pharmacodynamics Models For Tumor Growth And Anti-Cancer Effects,
2019
Western Kentucky University
A Study On Discrete And Discrete Fractional Pharmacokinetics-Pharmacodynamics Models For Tumor Growth And Anti-Cancer Effects, Ferhan Atici, Ngoc Nguyen
Annual Symposium on Biomathematics and Ecology Education and Research
No abstract provided.
A Model For Cross-Institutional Collaboration: Addressing Diminishing Resources In Academia,
2019
Illinois State University
A Model For Cross-Institutional Collaboration: Addressing Diminishing Resources In Academia, Claudia Kolakowski
Annual Symposium on Biomathematics and Ecology Education and Research
No abstract provided.
Using Slow-Fast Dynamical Systems To Understand Regime Shifts In Ecology,
2019
University of Miami
Using Slow-Fast Dynamical Systems To Understand Regime Shifts In Ecology, Ting-Hao Hsu
Mathematics Colloquium Series
In ecology, regime shifts are continual rapid change between different long-lasting dynamics. For instance, rapid evolutionary changes have been observed in a wide variety of organisms, both in predators and in prey. Another example is disease outbreak, where a system exhibits qualitative changes after long periods of apparent quiescence. Using the theory of slow-fast dynamics, for systems of differential equations with sufficiently large separation of time scales we derive conditions under which regime shifts occur. This is joint work with Shigui Ruan and Gail Wolkowicz.
Σ-Ary,
2019
Minnesota State University Moorhead
Σ-Ary, Minnesota State University Moorhead, Mathematics Department
Math Department Newsletters
No abstract provided.
Why A Classification Based On Linear Approximation To Dynamical Systems Often Works Well In Nonlinear Cases,
2019
The University of Texas at El Paso
Why A Classification Based On Linear Approximation To Dynamical Systems Often Works Well In Nonlinear Cases, Julio Urenda, Vladik Kreinovich
Departmental Technical Reports (CS)
It can be proven that linear dynamical systems exhibit either stable behavior, or unstable behavior, or oscillatory behavior, or transitional behavior. Interesting, the same classification often applies to nonlinear dynamical systems as well. In this paper, we provide a possible explanation for this phenomenon, i.e., we explain why a classification based on linear approximation to dynamical systems often works well in nonlinear cases.
Controllability And Observability Of Linear Nabla Discrete Fractional Systems,
2019
Western Kentucky University
Controllability And Observability Of Linear Nabla Discrete Fractional Systems, Tilekbek Zhoroev
Masters Theses & Specialist Projects
The main purpose of this thesis to examine the controllability and observability of the linear discrete fractional systems. First we introduce the problem and continue with the review of some basic definitions and concepts of fractional calculus which are widely used to develop the theory of this subject. In Chapter 3, we give the unique solution of the fractional difference equation involving the Riemann-Liouville operator of real order between zero and one. Additionally we study the sequential fractional difference equations and describe the way to obtain the state-space repre- sentation of the sequential fractional difference equations. In Chapter 4, we …
Toward Greater Reproducibility Of Undergraduate Behavioral Science Research,
2019
St. John Fisher University
Toward Greater Reproducibility Of Undergraduate Behavioral Science Research, Bruce Evan Blaine
Mathematical and Computing Sciences Faculty/Staff Publications
Reproducibility crises have arisen in psychology and other behavioral sciences, spurring efforts to ensure research findings are credible and replicable. Although reforms are occurring at professional levels in terms of new publication parameters and open science initiatives, the credibility and reproducibility of undergraduate research deserves attention. Undergraduate behavioral science research projects that rely on small convenience samples of participants, overuse hypothesis testing for drawing meaning from data, and engage in opaque statistical computing are vulnerable to producing nonreproducible findings. These vulnerabilities are reviewed, and practical recommendations for improving the credibility and reproducibility of undergraduate behavioral science research are offered.
Beauty, Bees, And God: The Fibonacci Sequence As A Theological Springboard In Secondary Mathematics,
2019
Divine Child High School
Beauty, Bees, And God: The Fibonacci Sequence As A Theological Springboard In Secondary Mathematics, John D. Brahier
Journal of Catholic Education
Catholic schools primarily should be in the business of making saints. This article identifies and explores a meaningful, engaging point of contact between mathematics and theology for high school math classes, the Fibonacci Sequence. This sequence serves as an engaging introduction to sequences and series; more importantly, the topic can be used as a springboard to theological discussions. The paper will provide a brief historical background to the Fibonacci Sequence, an explanation of how it can be used in a high school math classroom, and an exploration of three different theological touchpoints that the Fibonacci Sequence offers.
College Algebra (Atlm),
2019
Atlanta Metropolitan State College
College Algebra (Atlm), Shreyas Desai, Anthonia Ekwuocha, Noel Whelchel
Mathematics Grants Collections
This Grants Collection for College Algebra was created under a Round Twelve ALG Textbook Transformation Grant.
Affordable Learning Georgia Grants Collections are intended to provide faculty with the frameworks to quickly implement or revise the same materials as a Textbook Transformation Grants team, along with the aims and lessons learned from project teams during the implementation process.
Each collection contains the following materials:
- Linked Syllabus
- Initial Proposal
- Final Report
Survey Of Calculus (Ga Southern),
2019
GALILEO, University System of Georgia
Survey Of Calculus (Ga Southern), Paul Hadavas
Mathematics Grants Collections
This Grants Collection for Survey of Calculus was created under a Round Twelve ALG Textbook Transformation Grant.
Affordable Learning Georgia Grants Collections are intended to provide faculty with the frameworks to quickly implement or revise the same materials as a Textbook Transformation Grants team, along with the aims and lessons learned from project teams during the implementation process.
Documents are in .pdf format, with a separate .docx (Word) version available for download. Each collection contains the following materials:
- Linked Syllabus
- Initial Proposal
- Final Report
