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Language and Mathematics, 2005.
This paper explores the similarities that exist between language and mathematics.
675 words (approx. 2.7 pages), 4 sources, $ 26.95
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Abstract
This paper explains that obvious similarities conclude that human language may be reducible to mathematical formulation. The author points out that that mathematics consists of sets of axioms in which statements can be either true or not. The paper relates, while this does not necessarily seem very much like language, Godel's Incompleteness Theorem relates that meaning can exist outside of axiomatic sets, providing a new basis for similarity.
From the Paper
"It should not be surprising that mathematicians and linguists have drawn parallels between these two disciplines. There are obvious similarities that have made many believe that human language may be reducible to mathematical formulation. Some have even attempted to use the assumption to teach machines how to speak, constructing complex utterances based on a limited number of syntactical rules. However, these efforts and others to fully connect mathematics and language have proved largely unsuccessful. The following paper will briefly examine some of the similarities between language and mathematics. By its nature, language has a combinational structure, known as syntax or grammar, that permits the communication of complex ideas (Devlin "Born")."
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Language and Mathematics, 2005.
This paper discusses the similarities of language and mathematics.
675 words (approx. 2.7 pages), 3 sources, $ 26.95
»
Click here to show/hide summary
Abstract
This paper explains that language and mathematics are similar in that they both have rules. The author points out that people make assumptions when it comes to language and mathematics, which may not be proven and only are assumed to be correct. The paper relates that mathematics and language have many similarities such as syntax and semantics.
From the Paper
""Colorless green ideas sleep furiously," are words with specific meaning but put together in a sentence they clearly lack meaning (Devlin, Born). Does language and communication mean the same thing? Do the formulas for mathematics always have the same answers? Language and mathematics do not always make sense without the formal rules of syntax. People make assumptions when it comes to language and mathematics that may not be proven and only assumed to be correct. Mathematics and language have many similarities such as syntax and semantics."
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Soft Computing, 2004.
This paper reviews the development, applications, and future of soft computing.
1,125 words (approx. 4.5 pages), 5 sources, MLA, $ 39.95
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Abstract
In this article, the writer defines the term of soft computing as a collection of mathematical and reasoning disciplines that when incorporated into decision-making models provide a means for considering the effects of uncertainties on probably future outcomes. The writer reviews the development of soft computing and looks at applications. Further, the writer discusses the future of soft computing.
From the Paper
"Soft computing (S.C.) refers to a collection of mathematical and reasoning disciplines that when incorporated into decision-making models provide a means for considering the effects of uncertainties on probably future outcomes. The mathematical and reasoning disciplines typically included in the definition of S.C. are a probabilistic reasoning (P.R.) S.C. models allow analysts to include data characterized by imprecision uncertainty partial truth and approximation in decision analyses ... "
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Alan Lightman's "Einstein's Dreams", 2005.
Applies of theories of developmental psychology to Alan Lightman's book "Einstein's Dreams".
1,350 words (approx. 5.4 pages), 2 sources, APA, $ 47.95
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Abstract
This paper looks at the way Alan Lightman's novel, "Einstein' Dreams", handles Einstein's theory of the relativity of time, mainly the "elasticity" of time. The paper discusses this in terms of how it relates to adult cognitive development.
From the Paper
"Alan Lightman's book "Einstein's Dreams" is a novel that plays with Einstein's theory of the relativity of time. There is a proverb that says "a watched pot never boils". It requires some level of cognitive development to understand this proverb. It does not mean that the water in the pot will never boil. Depending on the level of heat applied to the pot, the water could boil in as quick a time as three minutes. However, for someone who stands over the pot and ..."
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Who is Rene Descartes?, 2004.
A biographical account of the life of philosopher Renee Descartes and a look at his basic philosophy.
1,125 words (approx. 4.5 pages), 3 sources, APA, $ 39.95
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Abstract
This paper provides a general biography of Rene Descartes, as well as a basic summary of his philosophical tenets. The paper also discusses Descartes' accomplishments in the field of mathematics as well as philosophy.
From the Paper
"Often considered the father of modern philosophy, Renee Descartes is one of the most influential ground-breaking thinkers in the history of human thought. Indeed his accomplishments go beyond the field of philosophy as he was an elite mathematician who is credited with inventing analytic geometry. However it is Descartes' work in laying the philosophic foundation for modern scientific thought that is his greatest achievement. Descartes' philosophy was deeply rooted in rationalism because he began his inquiry by questioning the very validity of the knowledge that man believes he possesses."
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Qualitative and Quantitative Research, 2004.
This paper discusses qualitative and quantitative research methodologies.
904 words (approx. 3.6 pages), 11 sources, APA, $ 31.95
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Abstract
This paper defines qualitative methods and quantitative methods. The author differentiates their uses. The paper assesses their suitability for use in human relations studies.
From the Paper
"Research data may be evaluated through the application of either quantitative or qualitative analytical procedures. Quantitative approaches are more easily defined than are qualitative procedures because qualitative research may refer to either the way data are measured or the way such data are evaluated. A quantitative variable is one than can be measured numerically such as annual income. Quantitative data are produced by ordinal interval and ratio scales; while qualitative data are produced by nominal scales. Quantitative data ..."
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Galileo, 2005.
This paper is a biography of the mathematician Galileo.
904 words (approx. 3.6 pages), 2 sources, APA, $ 31.95
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Abstract
This presents an overview of Galileo's birth, family life, upbringing education and cause of death. The author points out the countries in which he lived and worked. The paper examples of Galileo's contributions and most important works.
From the Paper
"According to Al Van Helden online, Galileo was born in Pisa, Italy, on February ..., the first of six children. While his family belonged to the nobility, it was not rich as his father was a musician. Once he was old enough to be educated in a monastery, his parents sent him to the Camaldolese Monastery at Vallombrosa. The Camaldolese Order combined the solitary life of the hermit with the strict life of the monk. Galileo enjoyed his time at the monastery and he became a ..."
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Algebra, 2005.
A look at the use of algebra in everyday life.
690 words (approx. 2.8 pages), 1 source, MLA, $ 23.95
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Abstract
This paper uses a problem from everyday life and sets up an algebraic equation to solve it. It then solves the problem. In this case the problem is a plane flying from San Francisco to Hawaii which experiences an emergency and it is necessary to determine at what point on the flight it is faster to continue to Hawaii than return to San Francisco, given the air speed, the tail wind factor and the distance between San Francisco and Hawaii.
From the Paper
" A plane is flying miles from San Francisco to Hawaii. It is flying at a speed of mph and there is a tailwind blowing at mph. Problem How many hours after take off would it be faster to keep on flying to Hawaii than to turn around and fly back to San ..."
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Vatican Congress on Infinity, 2005.
A discussion of a the Vatican's attitudes toward the question of Infinity.
1,150 words (approx. 4.6 pages), 12 sources, APA, $ 39.95
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Abstract
This paper describes the goals and objectives of a series of conferences between the Vatican and leading scientists on questions of Infinity. The paper examines the theological issues involved Infinity.
From the Paper
"The Vatican has historically grappled with resolving the theological issues that are associated with new scientific discoveries. Recently the Vatican press office announced a new project on science and..."
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Metrics, 2005.
Considers ways in which metrics are used to track performance in business.
1,610 words (approx. 6.4 pages), 6 sources, APA, $ 55.95
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Abstract
This paper considers ways in which metrics are used to track performance in business. It describes what metrics measure and argues that without metrics to track performance, business plans and goals are ineffective.
From the Paper
"Without metrics to track performance business plans and goals are ineffective ..."
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The Science and Mathematics Classroom of Today, 2005.
Shows the process of designing an effective science and math classroom for elementary students, from classroom set-up to resources.
3,650 words (approx. 14.6 pages), 11 sources, APA, $ 101.95
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Abstract
This paper summarizes the considerations and steps necessary to properly design a successful program for mathematics, science, and all content areas in the elementary classroom. It offers an overview of classroom arrangement to create a stimulating environment, evaluating materials for a content-based program, and offering a variety of assessments to evaluate student learning.
Paper Outline:
Abstract
Classroom Arrangement
Classroom Materials
Student Assessment
Conclusion
References
From the Paper
"Evertson, Emmer, and Worsham (2003) state that the logical place for a teacher to begin his or her classroom management procedures is in arranging the classroom as it occurs prior to the beginning of the school year. Reflective teachers will arrive at the school several days before their contract calls them to so that they can assess the space to plan for the best arrangement, begin to hang posters and other personal effects, and decorate bulletin boards (Eby, Herrel, & Hicks, 2002). They go on to say that the classroom appearance makes a statement to the students and others about how much the teacher cares for the environment in which the class will learn. Whether the room is tidy or neat, colorful or drab, or filled with extra items to make it livelier will set a tone."
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Forecasting Methods, 2006.
A comparative analysis of different forecasting methods.
1,025 words (approx. 4.1 pages), 3 sources, MLA, $ 36.95
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Abstract
The purpose of this paper is to discuss forecasting methods that are used in commercial business. Competition for consumers is high and in order for businesses to survive, they all have to consider what products are needed, where and when they are needed as well as in what quantities. It looks at how a successful forecasting strategy requires selecting the appropriate forecasting technique and compares and in particular contrasts forecasting methods as they relate to an organization called United Parcel Service. It looks at how there are three types of forecasting to predict demand: judgment methods, time series analysis and causal methods.
Outline
Abstract
Introduction
Judgment Methods
Time Series Analysis
Causal Methods
Conclusion
From the Paper
"Judgment methods can be defined as tools that use opinions to develop forecasts without reference to any available historical data. The basis for judgment methods is to utilize decision-makers that have sufficient experience to establish forecasts. This is a low cost method that has rapid development time. However, it is not consistently accurate and subject to bias. The judgment method would not work at the UPS billing site. Most of the forecasting is based on previous numbers and historical data collected as far back as two years ago. Plans for staffing, potential growth, and volume production are weighed in comparison with these same factors in previous years of operation especially during
their consolidation processes. "
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