Genetibase - Software for your Scientific Success

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An overview of the Department of Engineering Sciences and Applied Mathematics at Northwestern University’s mccormick School of Engineering featuring interviews with professors Mary Silber and Dirk Brockmann

Learn more at: www.mobot.org — The Center for Biodiversity Informatics (CBI) at the Missouri Botanical Garden seeks to provide innovative technology solutions to the global community of life science scholars in order to mobilize, integrate, and repatriate data about the worlds biodiversity.

myspace Friend Me! www.myspace.com Dr. Bellonzi’s website at www.austinwellnessclinic.com Health Secrets, Genetics, Junk Food Death, Austin Wellness Dr.Vincent Bellonzi is a chiropractor and is certified in Clinical Nutrition. He has been in practice for over 12 years. He received his Doctorate from Los Angeles College of Chiropractic in 1991. Since 1998, Dr. Bellonzi has practiced in the Austin area. He works with athletes at every level to provide sports conditioning and rehabilitation. This video was produced by Psychetruth www.myspace.com www.youtube.com psychetruth.blogspot.com psychetruth is empowered by tubemogul www.tubemogul.com © Copyright 2008 Austin Wellness Institute. All Rights Reserved. Distributed by Tubemogul.

A Romanian mathematician shows how a simple-rule game such as roulette is suited to a complex mathematical model whose applications generate improved betting systems that take into account a player’s personal playing criteria. His book is both practical and theoretical, but is mainly devoted to the application of theory. About two-thirds of the content is lists of categories and sub-categories of improved betting systems, along with all the parameters that might stand as the main objective criteria in a personal strategy — odds, profits and losses. The work contains new and original material not published before. The mathematical chapter describes complex bets, the profit function, the equivalence between bets and all their properties. All theoretical results are accompanied by suggestive concrete examples and can be followed by anyone with a minimal mathematical background because they involve only basic algebraic skills and set theory basics. The reader may also choose to skip the math and go directly to the sections containing applications, where he or she can pick desired numerical results from tables. The book offers no new so-called winning strategies, although it discusses them from a mathematical point of view. It does, however, offer improved betting systems and helps to organize a player’s choices in roulette betting, according to mathematical facts and personal strategies. It is a must-have roulette handbook to be studied before placing your bets on the turn of either a European or American roulette wheel.

Peter Russell is a fellow of the Institute of Noetic Sciences, of The World Business Academy and of The Findhorn Foundation, and an Honorary Member of The Club of Budapest. At Cambridge University (UK), he studied mathematics and theoretical physics. Then, as he became increasingly fascinated by the mysteries of the human mind he changed to experimental psychology. Pursuing this interest, he traveled to India to study meditation and eastern philosophy, and on his return took up the first research post ever offered in Britain on the psychology of meditation. His principal interest is the deeper, spiritual significance of the times we are passing through. He has written several books in this area — The TM Technique, The Upanishads, The Brain Book, The Global Brain Awakens, The Creative Manager, The Consciousness Revolution, Waking Up in Time, and From Science to God. As one of the more revolutionary futurists Peter Russell has been a keynote speaker at many international conferences, in Europe, Japan and the USA. His multi-image shows and videos, The Global Brain and The White Hole in Time have won praise and prizes from around the world. In 1993 the environmental magazine Buzzworm voted Peter Russell “Eco-Philosopher Extraordinaire” of the year.

Recorded Spring of 2007. Host Dr. Carolyn Bailey Lewis speaks with molecular geneticist Dr. Rick Kittles during his visit to Ohio University – about his work tracing African-American heritages to Africa. Dr. Kittles talks about the use of DNA to trace a person’s heritage and how he responds to critics of his work. Dr. Kittles’ research focus is to formally evaluate genetic mechanisms involved in complex diseases. His work entails understanding how genetic variation is structured across human populations and how that variation contributes to inter-individual variation in disease susceptibility and other phenotypes such as drug response and skin color. Currently his work explores sequence variation within candidate genes in well-characterized populations for prostate and breast cancer, cardiovascular disease, and human pigmentation. His interests also include biological and socio-cultural issues related to “Race” and health disparities and the utility of admixture mapping for genes for common traits and disease in African Americans and Hispanic Americans. From africanancestry.com: Kittles received his Ph.D. in Biological Sciences from George Washington University. Dr. Kittles went to Howard University in 1998 and helped to establish a national cooperative network to study the genetics of hereditary prostate cancer in the African American community. As Co-Director of Molecular Genetics at the National Human Genome Center at Howard University, he established large-scale, high throughput genotyping and DNA sequencing. Dr. Kittles’ research exploits gene genealogy in studies of population history and disease associations. He has had a strong research focus on using DNA to trace ancestry of African Americans and has published articles on prostate cancer genetics of African Americans.

Former President of the Supreme Court of Israel Aharon Barak opens his Oxford Annual Lecture for the Foundation for Law, Justice and Society by outlining the limits of human rights: www.fljs.org.

Origami techniques are being used for everything from air bags and heart valves to aeronautical equipment. Our latest program, increasing Math, helps students improve their math skills while exploring their creative side. Through learning the ancient Japanese art of paperfolding and studying its scientific and mathematical applications in today’s world, increasing Math will allow students to create original artwork, study the importance of design and planning, conceptualize abstract math concepts and explore unexpected academic and career opportunities. Projects include making magazine and masu boxes and exploring their mathematical properties, trying to create paper chain structures that can hold the most weight possible, and exploring the use of Origami in aeronautical equipment, medical equipment, and other industrial uses. increasing Math meets California content standards for both Visual Art and Mathematics, while also addressing some of origami’s applications in the scientific world. Dramatic Results Website: dramaticresults.org This film is a special project of the Frieda C. Fox Family Foundation, and created by Rachel Lea Fisher. To see more videos on fcfox non profits visit us at: virtualsitevisit.org

What is the goal of bioinformatics in pediatric research? Atul Butte, MD, director of the center for pediatric bioinformatics at Lucile Packard Children’s Hospital at Stanford, explains in this video how computer science, genetics, and genomics are creating novel approaches to diagnose and treat disease.

Google Tech Talks September 5, 2006 Gert Lanckriet is assistant professor in the Electrical and Computer Engineering Department at the University of California, San Diego. He conducts research on machine learning, applied statistics and convex optimization with applications in computational biology, finance, music and vision. ABSTRACT An important challenge for the field of machine learning is to deal with the increasing amount of data that is available for learning and to leverage the (also increasing) diversity of information sources, describing these data. Beyond classical vectorial data formats, data in the format of graphs, trees, strings and beyond have become widely available for data…

Lecture 1: General principles of teaching Note: Additional material was added to replace the missing material due to technical difficulties. See the complete course at: ocw.mit.edu License: Creative Commons BY-NC-SA More information at ocw.mit.edu More courses at ocw.mit.edu

Peter Russell is a fellow of the Institute of Noetic Sciences, of The World Business Academy and of The Findhorn Foundation, and an Honorary Member of The Club of Budapest. At Cambridge University (UK), he studied mathematics and theoretical physics. Then, as he became increasingly fascinated by the mysteries of the human mind he changed to experimental psychology. Pursuing this interest, he traveled to India to study meditation and eastern philosophy, and on his return took up the first research post ever offered in Britain on the psychology of meditation. His principal interest is the deeper, spiritual significance of the times we are passing through. He has written several books in this area — The TM Technique, The Upanishads, The Brain Book, The Global Brain Awakens, The Creative Manager, The Consciousness Revolution, Waking Up in Time, and From Science to God. As one of the more revolutionary futurists Peter Russell has been a keynote speaker at many international conferences, in Europe, Japan and the USA. His multi-image shows and videos, The Global Brain and The White Hole in Time have won praise and prizes from around the world. In 1993 the environmental magazine Buzzworm voted Peter Russell “Eco-Philosopher Extraordinaire” of the year.

The chapel is a one story brick structure with classical returns on the gables and cornice. Many lectures and religious life events now take place in the Chapel.

In this tutorial you are asked to find the equation of a line passing through a given point and going in a given direction. The problem is in 3 dimensions. You are taken through the solution with the aid of a diagram.

On November 12, 2009, Lorraine Daston, Director of the Max Planck Institute for the History of Science, Berlin presented “Observation as a Way of Life: Time, Attention, Allegory” as part of Gallatin’s Distinguished Faculty Lecture series. Lorraine Daston has published on a wide range of topics in the history of science, including the history of probability and statistics, wonders in early modern science, the emergence of the scientific fact, scientific models, objects of scientific inquiry, the moral authority of nature, and the history of scientific objectivity. She is currently completing a book on “Moral and Natural Orders” and co-editing a volume on “Histories of Scientific Observation.” Professor Daston has taught at Harvard, Princeton, Brandeis, and Göttingen Universities, and at University of Chicago, where she is Visiting Professor in the Committee on Social Thought. She has also held visiting positions in Paris and Vienna and gave the Isaiah Berlin Lectures at Oxford University (1999), the West Lectures at Stanford University (2005, and the Tanner Lectures at Harvard University (2002). Among her recent publications are “Objectivity” (co-authored Peter Galison) and “Thinking with Animals” (co-authored with Gregg Mitmann); she has also co-edited “Things that Talk, The Moral Authority of Nature”, and the early modern volume of “The Cambridge History of Science”. Two of her books, “Classical Probability in the Enlightenment”, and “Wonders of Nature” (co-authored with Katharine Park), were awarded the History of Science Society’s Pfizer Prize. Presented as part of the Distinguished Faculty Lectures by the Gallatin School of Individualized Study at New York University.

This lecture discusses the applications of line integrals, including calculating work; flux (flow) in the plane over curves; and also circulation around curves in the plane. A number of examples are presented to illustrate the theory. The fundamental theorem of line integrals may be thought of as one of the basic theorems of vector calculus.