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Fibonacci Numbers and the Golden Section
This excellent site contains a large and interesting selection of material on Fibonacci Numbers and their myriad related concepts. It includes web and text references to the rich literature of Fibonacci numbers. It also features a variety of images, graphics and animations. Many of the topics include student investigations for NCTM standard type explorations. The content includes standard motivational examples and applications in nature, but also mathematical explanations and puzzle pages. The s
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Engineering an Empire - The Maya, Part 1/5
'The Maya is a Mesoamerican civilization, noted for the only known fully developed written language of the pre-Columbian Americas, as well as its art, architecture, and mathematical and astronomical systems.' (Maya Civilization, Wikipedia, 2009). This History Channel documentary is suitable for older middle and high school students and is narrated by various scholars.
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Engineering an Empire - The Maya, Part 2/5
'The Maya is a Mesoamerican civilization, noted for the only known fully developed written language of the pre-Columbian Americas, as well as its art, architecture, and mathematical and astronomical systems.' (Maya Civilization, Wikipedia, 2009). This History Channel documentary is suitable for older middle and high school students and is narrated by various scholars.
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Duke Medicine Profiles: William E. Kraus, MD
Get to know Duke Heart Center's providers. Learn more about William E. Kraus, MD at http://www.dukemedicine.org/find-doctors-physicians/william-e-kraus-md.
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Associative Property
Ms. Meyer teaches about the associative property.  She models an example of association with character figures. Next, she uses mathematical examples to answer these questions:  What is the associative property? Why does it have the name it does? How can you recognize it when you see it?  
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Peer Conversations for e-Learning in the Grid
We take the view of 'learning as a conversational process', and argue that this can be extended to include the notions of peer-group interactions among students, tutors, and even artificial agents. This in turn lends itself to an approach to distributed conversation which builds upon modern Instant Messaging tools, and extends such tools to include what we call enhanced presence: a way of monitoring the availability of (and interacting with) fellow students and tutors at a distance. We describ
Author(s): Eisenstadt Marc,Komzák Jiří,Cerri Stefano A.

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Hypermedia as a means for learning and for thinking about learning
This paper is about the design and realization of an experimentation with a hypermedial system, IPER-3, facing the three ‘classical’ problems in the history of mathematics (trisection of the angle, quadrature of the circle, duplication of the cube) and some issues which have developed around them. The aim of the work is to study the opportunities provided by hypermedial systems in dealing with topics of interest for the training of teachers and/or for class work, exploiting the possibility o
Author(s): Bottino Rosa Maria,Cutugno Paola,Furinghetti Fulvi

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Structural Models
Presents quantitative approaches to theory construction in the context of multiple response variables, with models for both continuous and categorical data. Topics include the statistical basis for causal inference; principles of path analysis; linear structural equation analysis incorporating measurement models; latent class regression; and analysis of panel data with observed and latent variable models. Draws examples from the social sciences, including the status attainment approach to interg
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Statistics for Laboratory Scientists I
This course introduces the basic concepts and methods of statistics with applications in the experimental biological sciences. Demonstrates methods of exploring, organizing, and presenting data, and introduces the fundamentals of probability. Presents the foundations of statistical inference, including the concepts of parameters and estimates and the use of the likelihood function, confidence intervals, and hypothesis tests. Topics include experimental design, linear regression, the analysis of
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Understanding Logical Statements, Part 2 of 5
Sal Khan continues his discussion using the same statement as the last video in this series, but adds a different logic problem to solve: "Identify the hypothesis and conclusion of the following statement, and determine whether the statement is always, sometimes, or never true." In this video, Sal offers an introduction to understanding mathematical logic statements. Sal uses the Paint Program (with different colors) to illustrate his points. (06:43)
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Understanding Logical Statements, Part 3 of 5
"Determine whether the statement is always, sometimes, or never true, and explain why." Sal Khan takes a mathematical statement and helps the viewer make sense out it. Mr. Khan uses the Paint Program (with different colors) to illustrate his points. Sal Khan is the recipient of the 2009 Microsoft Tech Award in Education. (03:12)
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Inductive Reasoning, Part 1 of 3
In this video, Sal Khan uses a simple number pattern to help the viewer understand how to use inductive reasoning to figure out what the next number will be. (Because it is a simple number pattern, the viewer will know what the the next number is, but Mr. Khan explains how to answer the mathematical question using inductive reasoning.)Mr. Khan uses the Paint Program (with different colors) to illustrate his points. Sal Khan is the recipient of the 2009 Microsoft Tech Award in Education. (02:0
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The Art of Teaching the Arts: Nurturing Independent Thinkers
Arts teachers use formal and informal strategies to assess their students’ progress and to modify their own teaching practice. In this session, participants meet a vocal music teacher who splits his choir into groups that give each other feedback; he also has students tape-record themselves during rehearsal, so he can judge their individual progress. A dance teacher critiques original choreography by a student and asks her peers to participate in the process; this feedback helps the student de
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Signals and Systems
Systems realizations. Time and transform domain analysis of discrete-time systems. Vector-space concepts and Fourier series. Fourier transforms in continuous and discrete time. Some lab and computational work required.
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History of Utah
This course will cover the history of the State of Utah from its earliest records up to the present. Historical analysis and methodology will also be taught and specific assignments given to help each student understand methodology from within the context of Utah's History.
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Lugosi teaches math - Positive series2
Béla Lugosi teaches advanced mathematical concepts in this video. This video shows a variety of tests to prove positive series.  He begins with what is called a comparison test and formulates proofs. Lugosi's hidden love for mathematics is illuminated by his animated teaching style.  This video is geared to older, advanced mathematics learners.  
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Exploring Teaching and Learning in Tertiary Contexts
This course enables tertiary educators to explore teaching and learning in tertiary environments. In doing so, they will focus on their own context and anticipated teaching roles. Through the process of critical self-analysis with reference to the qualities of effective tertiary educators, participants will produce a 'teaching capacity enhancement plan' (TCEP). This plan should be developed in collaboration with professional colleagues who are prepared to work alongside you as members of a focus
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Cracking Caitlin's Code
This is a creative approach to teaching basic skills involved in the formal visual analysis of works of art. Students will learn how to interpret artworks in cultural and historical contexts by becoming "art detectives." Students will analyze Catlin's formal compositions to learn about the Native American leaders he painted. They will examine visual clues and write a final "case summary" in which they "crack Catlin's code."
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The Story of Wakefield
A basic skills learning resource booklet with interactive activities designed to introduce the Wakefield Museum.
Author(s): Davis, Samantha,Leeds Metropolitan University

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Nanomaterials Up Close: Nanoengineered electron guns
In this video we see an electron gun made of many thousands of vertically aligned carbon nanotubes, each more than 1,000 times smaller than the width of a human hair. Dr Matt Cole, from the University of Cambridge, explains the technological importance of exploiting emerging nanomaterials to engineer functionally novel X-ray sources. 'Nanomaterials Up Close' is a special series linked to our 'Under the Microscope' collection of videos produced by Cambridge University that show glimpses of the
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