Teacher resources and professional development across the curriculum

Teacher professional development and classroom resources across the curriculum

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Learning from the 2014 Nobel Prizes

Perhaps the Nobel Prizes recipients don’t make the same headlines as baseball’s World Series challengers, but every October the stories behind their work are just as exciting. These are discoveries, theories, works of art, and acts of humanity that have been years in the making. The work touches us in fundamental ways and constitutes the “shoulders of giants” referred to by Isaac Newton. If you don’t quite understand the laureates’ achievements, you can see the fundamental principles and related concepts at learner.org.


Learn how game theory applies to “rock, paper, scissors” in Mathematics Illuminated.

Sveriges Riksbank Prize in Economics

Jean Tirole, a French theoretical economist, won the award for analysis of market power and regulation. Tirole studied how to regulate industries with a few powerful firms, such as telecommunications firms. You can hear from Nobel committee chair Tore Ellingsen on the significance of Tirole’s work.

Tirole’s work was based on the mathematical concepts of game theory, which you can learn about in Mathematics Illuminated, unit 9.  The online text provides familiar examples, including zero sum games, and prisoner’s dilemma. Watch the video to see how game theory even applies to “rock, paper, scissors.”

Once you have a handle on game theory, see how government regulations have been applied to big players in the auto, energy, and airlines industries in Economics U$A, program 7, “Oligopolies.” This program looks at how big industries manage to write the rules of the marketplace.

Nobel Prize in Medicine or Physiology and Nobel Prize in Chemistry

Several of this year’s laureates followed the principle of thinking small. The medicine/physiology and chemistry prizes involve looking at objects down to the size of a single cell or molecule. The Nobel Prize for Medicine or Physiology was awarded to three researchers who found the brain’s mechanism for establishing our position in space, a mental GPS-like system. John O’Keefe found that we carry “space cells” in our brains and May-Britt Moser and Edvard I. Moser expanded the concept to a grid in which these cells operate.  The Nobel Prize in Chemistry was awarded for work in microscopy allowing scientists to see down to this level at “super resolution.”

This level of microscopy has applications across all fields of science research. Wolfhard Almers at the Vollum Institute in Portland, OR explains how, using wave microscopy, he and his colleagues were able to isolate a single nerve cell to understand what it does after releasing a transmitter. His research is covered in Rediscovering Biology unit on Neurobiology.

“I still haven’t gotten over thinking it’s really cool, that I can go into work every day and take pictures of atoms and I can see individual atoms with this microscope,” says graduate student Tess Williams. The lab where she works at Harvard investigates the structure of superconducting materials. Find out more in Physics for the 21st Century unit “Macroscopic Quantum Mechanics.”

Nobel Prize in Physics

The three physicists who shared the Nobel Prize in physics gave new meaning to “keeping the lights on.” They invented a new energy-efficient and environment-friendly light source – the blue light-emitting diode (LED). In the LED, electricity is directly converted into light particles, photons, leading to efficiency gains compared to other light sources where most of the electricity is converted to heat and only a small amount into light. Explore the many facets of light and heat with your students in the workshop series Shedding Light on Science, especially unit 2, “Laws of Light.

Nobel Peace Prize

Indian and Pakistani activists Kailash Satyarthi and Malala Yousafzai attracted the attention of the international community to the issue of child rights and shared the Nobel Peace Prize. From the earliest waves of immigration in the U.S., children have been used as workers and denied a formal education. Thomas Rivera wrote about his experience as a migrant child agricultural laborer in the memoir, “And the Earth Did Not Devour Him/Y la Tierra no se traiga.” Read about Rivera’s background in American Passages, unit 12, “Migrant Struggle.” His translator, Evangelina Vigil-Piñón discusses Rivera’s work and its place in Chicano literature in the Learner Express: Language Arts modules.

Music in Math

mathoftimeMarch is almost over and so is Music in our Schools Month. We finish this set of Monday Motivations on music by looking at how to incorporate music into the math classroom.

High school and college students can study how the Greeks applied mathematical thought to the study of music in the video and online text for Mathematics Illuminated, unit 10, “Harmonious Math,” section 2, The Math of Time.  Section 3, Sound and Waves, looks at how sound waves move through the air and section 6, Can You Hear the Shape of a Drum?, asks if it’s possible to deduce what object makes a sound based on the frequency content of the sound.

Linking Emotions and Mathematics

Neuro_2_emotion_mathIn many classrooms, math is a bunch of numbers and operations seemingly unrelated to what students do in their every day lives. Math is not typically thought of as an emotional subject, but emotions help solve problems. People apply what they’ve learned from past experiences in order to act advantageously in future situations. In order to motivate students to solve math problems, it’s important that your students care about the problems presented. Why is the problem relevant to them in their daily life?

In this short video “Emotions and Math” for unit 2 of Neuroscience & the Classroom, hear Prof. Abigail Bard explain how actively engaging the brain’s emotional centers should not be separated from academic information in the math classroom. Also, witness a teacher engage her students in the math lesson by drawing from their daily experiences.

Share here with other teachers how you connect your math (or other subject area) lessons to real world situations in order to engage your students.