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Full-Text Articles in Physical Sciences and Mathematics
The Journal Of Undergraduate Research: Volume 09
The Journal Of Undergraduate Research: Volume 09
The Journal of Undergraduate Research
This is the complete issue of the South Dakota State University Journal of Undergraduate Research, Volume 13.
Engineering Our Climate: A Critical Review Of The Geoengineering Response To Climate Change, Gary Huff
Engineering Our Climate: A Critical Review Of The Geoengineering Response To Climate Change, Gary Huff
The Journal of Undergraduate Research
Various responses to greenhouse gas induced climate change have been proposed within the literature. While the most desirable response is to dramatically reduce greenhouse gas emissions, technological and financial obstacles make it difficult to realize the reductions necessary to solve the climate change problem. Several geoengineering schemes have been proposed that would compensate for increased greenhouse gas concentrations by reducing the solar energy absorbed by Earth. The most notable of these shortwave climate engineering schemes involves injection of sulfur aerosols into the stratosphere in order to disperse incoming radiation. This paper examines the geoengineering responses to climate change and demonstrates …
Real Number Rado Numbers For The Equation ∑_(I=1)^(M-1)▒X_(I+C=X_M ), Melanie Zinter
Real Number Rado Numbers For The Equation ∑_(I=1)^(M-1)▒X_(I+C=X_M ), Melanie Zinter
The Journal of Undergraduate Research
This paper will examine the type of Ramsey theory concerned with the preservation of solution to specific linear equations under set partition. That is, if a solution to a linear equation exists in the natural numbers, must one also exist within one set of a partition of the natural numbers? To differentiate sets of a partition of the natural numbers from one another, it is convenient to use colors. Then a solution in just one set of a partition of the natural numbers can be referred to as monochromatic solution, or a solution in a single color. [Page 1]
Xenakis' Combination Of Music And Mathematics, Janelle Anderson
Xenakis' Combination Of Music And Mathematics, Janelle Anderson
The Journal of Undergraduate Research
My interest in using mathematics in music composition stems from the works of the contemporary composer Iannis Xenakis. As a physics and music education major I am able to combine both fields of study for this topic. Although Xenakis wrote many orchestral compositions it is his vocal music that I have concentrated on as I too am a singer. Graphic representation and new music notation are among the methods used to analyze his music. I found that his first choral work was called “Nuits,” which I proceeded to analyze. I also found myself interested in the analysis of a more …