The Michael E. Moody Lecture Series
Matt Parker: Stand-Up Comedian and Mathematician
Matt Parker appears regularly on TV and online as well as being a presenter on the Discovery Channel. His YouTube videos have been viewed over 25 million times. Previously a maths teacher, he visits schools to talk to students about maths as part of Think Maths and is involved in the Maths Inspiration shows. As part of the comedy group Festival of the Spoken Nerd, he has toured worldwide and is the first person to use an overhead projector on-stage at the Hammersmith Apollo since Pink Floyd. Parker, the Public Engagement in Mathematics Fellow at Queen Mary University of London, is author of the books Things To Make and Do in the Fourth Dimension (Penguin, 2014) and Humble Pi, due for release this July.
Wednesday, Feb. 20, 2019
7 p.m. Shanahan Auditorium
The maths in our everyday lives works quietly behind the scenes—until someone forgets to carry a 1 and a bridge collapses, a plane drops out of the sky or a building rocks when its resonant frequency matches a gym class leaping to Snap’s 1990 hit “I’ve Got The Power.” In addition to contemplating math in our everyday lives, Matt Parker will discuss his latest book Humble Pi, which explores what happens when maths goes wrong in the real world. Parker explores and explains a litany of near-misses and mishaps involving the internet, big data, elections, street signs, lotteries and the Roman empire and shows us the bizarre ways maths trips us all up, and what this reveals about its essential place in our world. We would all be better off, he argues, if we saw maths as a practical ally so we can use it to our advantage and learn from its pitfalls.
Fall 2018, Frank A. Farris
“The Artful Mathematics of Wallpaper Patterns”
Professor Frank A. Farris presented the fifteenth lecture in The Michael E. Moody Lecture Series on “The Artful Mathematics of Wallpaper Patterns.”
Frank A. Farris, professor of mathematics and computer science at Santa Clara University, has served as editor of Mathematics Magazine and as the Mathematical Association of America chair of the Council on Publications and Communications. His book, Creating Symmetry: The Artful Mathematics of Wallpaper Patterns, was published by Princeton University Press in 2015.
More information on Frank A. Farris is available from Frank’s website.
The lecture took place on Nov. 2, 2018 at 7 p.m., in HMC‘s Shanahan Center Auditorium.
Frank A. Farris introduced his method of creating wallpaper patterns using complex-valued, doubly-periodic functions on the plane. This required an explanation of the domain-coloring algorithm, which allows the usage of photographic material to provide colors and textures to patterns. He summarized several other experiences of creating a playground for artistic choice by finding a basis of eigenfunctions of an appropriate Laplacian. Examples include color symmetry, polyhedral and hyperbolic symmetries, and Fibonacci spirals.
Spring 2018, Tadashi Tokieda
“A World from a Sheet of Paper”
Professor Tadashi Tokieda presented the fourteenth lecture in The Michael E. Moody Lecture Series on “A World From a Sheet of Paper.”
Tadashi Tokieda grew up as a painter in Japan, became a classical philologist in France, before switching to mathematics (PhD Princeton). As of last fall he is a professor of mathematics at Stanford. Previously he had been a director of studies in mathematics at Cambridge for 13 years. Most of his research is in macroscopic physics and applied mathematics. He is active in outreach in the developing world, especially via the African Institute for Mathematical Sciences near Cape Town.
The lecture took place on March 5, 2018, at 7 p.m., in HMC‘s Shanahan Center Auditorium.
Starting from just a sheet of paper, by folding, stacking, crumpling, sometimes tearing, we will explore a variety of phenomena, from a magic trick and geometry to elasticity and the traditional Japanese art of origami. Much of the talk consists of table-top demos, which you can try later with friends and family.
So, take a sheet of paper . . .
Spring 2017, Skip Garibaldi
“Identifying Lottery Scams Using Mathematics and Public Lottery Data”
Professor Skip Garibaldi presented the thirteenth lecture in The Michael E. Moody Lecture Series on “Identifying Lottery Scams Using Mathematics and Public Lottery Data.”
Skip Garibaldi is a mathematician known for his work on algebraic groups, especially exceptional groups such as E8; the book Cohomological invariants in Galois cohomology with Alexander Merkurjev and Jean-Pierre Serre; and his work on the lottery, which led to changes in state policy and arrests. Millions of people have seen him talk about his work on 20/20, CNN, and Fox & Friends, and he is a consultant for and part of a museum exhibit about mathematics that has been traveling the country since opening at the Smithsonian in spring 2012.
He is Incoming Director of the Center for Communications Research in La Jolla. Previously he was associate director of the Institute for Pure & Applied Mathematics at UCLA; Winship Distinguished Research Professor in the Department of Mathematics & Computer Science at Emory University; a postdoc at the Swiss Federal Institute of Technology in Zurich (ETH); held visiting positions at Université d’Artois and Université Paris-Nord in France; and been a Gambrinus Fellow at TU Dortmund. In 2014, he was appointed to the Air Force Scientific Advisory Board by the Secretary of Defense.
More information about Skip Garibaldi is available from Skip’s website.
The lecture took place on March 30, 2017, at 7 p.m., in HMC‘s Shanahan Center Auditorium.
This talk will tell the story of how a journalist, two mathematicians, and a statistician teamed up and used mathematics to identify people who were using the lottery as an adjunct to their illicit activities. The analysis combined old and new mathematics with on-the-ground detective work. The resulting series of journal and newspaper articles led to arrests and changes in state policy, and contributed to the resignation of the head of the Florida lottery. Still, many questions remain to be investigated.
Fall 2016, Karen Saxe
“Mathematics & Social Justice”
Professor Karen Saxe of Macalester College presented the eleventh lecture in The Michael E. Moody Lecture Series on “Mathematics & Social Justice.”
Karen Saxe is DeWitt Wallace Professor of Mathematics at Macalester College in St Paul, MN. She has been awarded a Distinguished Teaching Award by the Mathematical Association of America, and the Macalester College Excellence in Teaching Award.
She is active with policy and advocacy activities for both the MAA and the Association for Women in Mathematics, and will assume the position as Director of the Washington DC Office of the American Mathematical Society on January 1, 2017, where she will work to connect the mathematics community with Washington decision makers who impact science and education funding.
Karen has been a resource in Minnesota on redistricting, consulting with city governments, and served on the Minnesota Citizens’ Redistricting Commission, created to draw congressional districts following the 2010 census. She also serves on the Advisory Board for Transforming Post-Secondary Education in Mathematics (TPSE Math), an initiative sponsored by Carnegie Corporation of New York and the Alfred P. Sloan Foundation, aiming to effect constructive change in mathematics education at community colleges, 4-year colleges and research universities.
On her most recent sabbatical she served as the 2013–2014 AMS/AAAS Science and Technology Policy Congressional Fellow, working in Congress for MN Senator Al Franken.
More information about Karen Saxe is available from Karen’s website.
The lecture took place on Wednesday, Oct. 26, 2016, at 7 p.m., in HMC‘s Shanahan Center Auditorium.
Societal inequalities pose some of the biggest and most intractable challenges facing our nation today. Can mathematical concepts help us understand and analyze social inequality? What is the relationship between various imbalances in the U.S. today such as those we see in income distribution and political polarization? This talk will explore answers to these questions. We will focus on a few quantitative approaches that mathematicians and political scientists use to measure inequalities. The metrics we will look at include the Gini Index for measuring income inequality, and the Roeck measure for detecting gerrymandering. We’ll also discuss how our political environment and policies can reduce or intensify inequalities in society.
Spring 2016, Andrea L. Bertozzi
“The Mathematics of Crime”
Professor Andrea L. Bertozzi of UCLA presented the tenth lecture in the Michael E. Moody Lecture Series on “The Mathematics of Crime.”
Andrea L. Bertozzi is an applied mathematician with expertise in nonlinear partial differential equations and fluid dynamics. She also works in the areas of geometric methods for image processing, crime modeling and analysis, and swarming/cooperative dynamics. Bertozzi completed all her degrees in Mathematics at Princeton. She was an L. E. Dickson Instructor and NSF Postdoctoral Fellow at the University of Chicago from 1991-1995. She was the Maria Geoppert-Mayer Distinguished Scholar at Argonne National Laboratory from 1995-6. She was on the faculty at Duke University from 1995-2004 first as Associate Professor of Mathematics and then as Professor of Mathematics and Physics. Bertozzi moved to UCLA in 2003 as a Professor of Mathematics. Since 2005 she has served as Director of Applied Mathematics, overseeing the graduate and undergraduate research training programs at UCLA. In 2012 she was appointed the Betsy Wood Knapp Chair for Innovation and Creativity. Bertozzi’s honors include the Sloan Research Fellowship in 1995, the Presidential Early Career Award for Scientists and Engineers in 1996, and SIAM’s Kovalevsky Prize in 2009. She was elected to the American Academy of Arts and Sciences in 2010 and to the Fellows of the Society of Industrial and Applied Mathematics in 2010. She became a Fellow of the American Mathematical Society in 2013. To date she has graduated 28 PhD students and has mentored 39 postdoctoral scholars.
More information about Andrea L. Bertozzi is available from Andrea’s website.
The lecture took place on March 3, 2016, at 7 p.m., in HMC‘s Shanahan Center Auditorium.
Law enforcement agencies across the country have discovered that partnering with a team of mathematicians and social scientists from UCLA can help them determine where crime is likely to occur. Dr. Bertozzi will talk about the fascinating story behind her participation on the UCLA team that developed a “predictive policing” computer program that zeros-in on areas that have the highest probability of crime. In addition, the use of mathematics in studying gang crimes and other criminal activities will be discussed. Commercial use of the predictive policing program allows communities to put police officers in the right place at the right time, stopping crime before it happens.
Fall 2015, Satyan Devadoss
“The Shape of Nature: Bee, Tree, Origami”
Professor Satyan Devadoss of Williams College presented the ninth lecture in The Michael E. Moody Lecture Series on “The Shape of Nature: Bee, Tree, Origami”.
Satyan Devadoss is a mathematician, a professor at Williams College, a visiting professor at Harvey Mudd (for the 2015–2016 academic year), and holds a Ph.D. from Johns Hopkins. He is an inaugural Fellow of the American Mathematical Society and has received teaching awards from the Mathematical Association of America. His works range from cartography and origami to phylogenetics and art, attracting support from the National Science Foundation, the John Templeton Foundation, the Mellon Foundation, and the Department of Defense. In addition to invitations at Google, Pixar, and LucasFilm, he has held visiting positions at Ohio State, UC Berkeley, the Mathematical Sciences Research Institute, and Stanford.
More information about Satyan Devadoss is available from Satyan’s website.
The lecture took place on Sept. 17, 2015, at 7 p.m., in HMC‘s Shanahan Center Auditorium.
The renaissance was a time when art and science were not polar opposites, but extensions of one another. With the advent of the enlightenment era, a dualistic tension between visual arts and scientific research was introduced. Today, the study of nature is serving as a bridge between these worlds once again. Heavily infused with imagery, we look at examples at the intersection of modern art and research mathematics, including architectural monuments inspired by the mysteries of honeycomb designs, paintings and visualizations motivated by the genetic data of novels, and paper sculptures spawned from the folding of leaves and proteins.S
Spring 2015, Tim Chartier
“Who’s Number One? From Ranking to Bracketology”
Professor Tim Chartier of Davidson College presented the ninth lecture in The Michael E. Moody Lecture Series on “Who’s Number One? From Ranking to Bracketology”.
Associate Professor of Mathematics and Computer Science at Davidson College, Tim Chartier, specializes in applied linear algebra in the fields of data analytics and partial differential equations. In 2014, he was named the inaugural Math Ambassador for the Mathematical Association of America (MAA), which also recognized his ability to communicate math with a national teaching award. His research and scholarship were recognized with an Alfred P. Sloan Research Fellowship. Published by Princeton University Press, Tim wrote Math Bytes: Google Bombs, Chocolate-Covered Pi, and Other Cool Bits in Computing and coauthored the textbook Numerical Methods: Design, Analysis, and Computer Implementation of Algorithms. Tim fields mathematical questions for the Sports Science program on ESPN, and has also been a resource for a variety of media inquiries, which include appearances with NPR, the CBS Evening News, USA Today, and The New York Times.
More information about Tim Chartier is available from Tim’s website.
The lecture took place on March 6, 2015, at 7 p.m., in HMC‘s Shanahan Center Auditorium.
“Who’s number one?” is an inherent and often debated question in sports. Ranking algorithms supply mathematical answers to such questions. They can and are used to choose teams for the playoffs. They can also be used in predictive analysis. Who will win the next game? Who will win a tournament? This talk will present current and recent sports analytics research. A variety of questions will be explored. For example, how can one integrate late season momentum? Does it help to consider home field advantage? We will see how such research created brackets for March Madness that beat over 90% of over 8 million brackets submitted to ESPN’s online tournament.
Fall 2014, Trachette L. Jackson
“Mathematical Models of Tumor Angiogenesis”
Professor Trachette L. Jackson of the University of Michigan presented the eighth lecture in The Michael E. Moody Lecture Series on “Mathematical Models of Tumor Angiogenesis.”
Trachette L. Jackson earned her Ph.D. in Applied Mathematics in 1998 from the University of Washington, and is currently a Full Professor of Mathematics at the University of Michigan. Dr. Jackson is an award-winning teacher scholar whose research in mathematical oncology has received international attention. In 2003, she became second African American woman to receive the prestigious Alfred P. Sloan Research Award in Mathematics; in 2005 she received a James S. McDonnell 21st Century Scientist Award; in 2008 Diverse Magazine honored her as one of the year’s Emerging Scholars; and in 2010 she received the Blackwell-Tapia Prize. The main focus of Dr. Jackson’s research is combining mathematical modeling, numerical simulation and in vivo tumor vascularization experimentation to gain deeper understanding of tumor growth and vascular structure at the molecular, cellular, and tissue levels. Dr. Jackson has built her career on collaborative research and educational activities that cut across traditional disciplinary boundaries, and envisions that this type of research will eventually change the face of cancer research.
More information about Trachette L. Jackson is available from Trachette’s website.
The lecture took place on Friday, Oct. 10, 2014, at 7 p.m., in HMC‘s Shanahan Center Auditorium.
Cancer is the collective name given to an entire class of diseases characterized by rapid, uncontrolled cell growth. To ensure continued growth, tumors must acquire a continuous supply of nutrients and the ability to export metabolic waste. They accomplish this by recruiting new blood vessels from the nearby existing vasculature, a process known as tumor-induced angiogenesis. Angiogenesis is a critical bifurcation point in cancer progression as it provides the necessary blood supply for the growth of solid tumors beyond a few millimeters in diameter. The angiogenic cascade is an extremely complex, yet well-ordered series of events involving biochemical and biomechanical signals that operate across several temporal and spatial scales. In this talk, classical and current mathematical models of tumor angiogenesis will be explored and recent advances will be highlighted.
Spring 2014, Anette (Peko) Hosoi
“From Razor Clams to Robots: The Mathematics Behind Biologically Inspired Design”
Professor Anette (Peko) Hosoi of MIT presented the seventh lecture in The Michael E. Moody Lecture Series on “From Razor Clams to Robots: The Mathematics Behind Biologically Inspired Design.”
Anette (Peko) Hosoi is an exceptional and innovative teacher, an inspiring mentor for women in engineering and an outstanding communicator of science. Her research interests include fluid mechanics, bio-inspired design, and locomotion, with a recent focus on optimization of crawling gastropods, digging bivalves, swimming microorganisms, and soft robotics. She is a recognized international leader in the study of the hydrodynamics of thin fluid films and in the nonlinear physical interaction of viscous fluids and deformable interfaces. Her work spans multiple disciplines, including physics, biology, and applied mathematics, and is being used to guide the engineering design of robotic crawlers and other mechanisms.
More information about Anette (Peko) Hosoi is available from Anette’s website.
The lecture took place on Thursday, April 3, 2014, at 7 p.m., in HMC‘s Shanahan Center Auditorium.
Fall 2013, Jennifer Quinn
“Mathematics to DIE for: The Battle Between Counting and Matching”
Professor Jennifer Quinn of the University of Washington, Tacoma presented the sixth lecture in The Michael E. Moody Lecture Series on “Mathematics to DIE for: The Battle Between Counting and Matching.”
Jennifer Quinn is a professor of mathematics at the University of Washington Tacoma. She earned her BA, MS, and PhD from Williams College, the University of Illinois at Chicago, and the University of Wisconsin, respectively. She has taught in and chaired the mathematics department at Occidental College before moving to UW Tacoma where she has just completed serving as Associate Director of Interdisciplinary Arts and Sciences. She has held many positions of national leadership in mathematics including as Executive Director for the Association for Women in Mathematics, co-editor of *Math Horizons,* and, currently, Second Vice President of the Mathematical Association of America (MAA). She received one of MAA’s 2007 Haimo Awards for Distinguished College or University Teaching, the MAA’s 2006 Beckenbach Book award for Proofs That Really Count: The Art of Combinatorial Proof, co-authored with Arthur Benjamin. As a combinatorial scholar, Jenny thinks that beautiful proofs are as much art as science. Simplicity, elegance, and transparency should be the driving principles.
The lecture took place on Friday, Oct. 11, 2013, at 7 p.m., in HMC‘s R. Michael Shanahan Center for Teaching and Learning Lecture Hall.
Positive sums count. Alternating sums match. So which is “easier” to consider mathematically? This talk is one part performance art and three parts combinatorics. The audience will judge a combinatorial competition between the competing techniques. Be prepared to explore a variety of positive and alternating sums involving binomial coefficients, Fibonacci numbers, and other beautiful combinatorial quantities. How are the terms in each sum concretely interpreted? What is being counted? What is being matched? Do alternating sums always give simpler results? You decide.
Spring 2013, Ravi Vakil
“The Mathematics of Doodling”
Professor Ravi Vakil of Stanford University presented the fifth lecture in The Michael E. Moody Lecture Series on “The Mathematics of Doodling.”
Ravi Vakil is a Professor of Mathematics at Stanford, where he is also the Robert K. Packard University Fellow and the David Huntington Faculty Scholar. He is an algebraic geometer, and his work touches on many other parts of mathematics, including topology, string theory, applied mathematics, combinatorics, number theory, and more.
He was born in Toronto, Canada, and studied at the University of Toronto, where he was a four-time Putnam Fellow (winner of the Putnam competition). He received his Ph.D. from Harvard in 1997, and taught at Princeton and MIT before moving to Stanford in 2001. He has received the Dean’s Award for Distinguished Teaching, the AMS Centennial Fellowship, a Sloan Research Fellowship, and the Presidential Early Career Award for Scientists and Engineers, and numerous other awards. He is also currently the Mathematical Association of America’s Pólya Lecturer 2012–2014, and an informal advisor to the new website mathoverflow. He works extensively with talented younger mathematicians at all levels, from high school (through math circles, camps, and olympiads), through recent Ph.D.’s.
More information about Ravi Vakil is available from Ravi’s website.
The lecture took place on Friday, April 19, 2013, at 7:00 p.m., in HMC‘s Galileo McAlister lecture hall.
Spring 2012, Andrew Belmonte
“The Mathematics of Strings, Spaghetti, and Splashes”
Professor Andrew Belmonte of Pennsylvania State University presented the fourth lecture in The Michael E. Moody Lecture Series on “The Mathematics of Strings, Spaghetti, and Splashes”
Andrew Belmonte has long worked at the intersection of mathematics and the world to which it can be applied. He received his PhD in Physics at Princeton University (1994), and was awarded a Chateaubriand Fellowship and an NSF International Fellowship to study at the Institut Non-Lineaire de Nice in France for two years, after which he was a postdoc at the University of Pittsburgh. In 1998 he became a faculty member at Penn State University, where he currently works in the W.G. Pritchard Laboratories. He was the recipient of an Alfred P. Sloan Fellowship (2000), an NSF CAREER Award (2001), and has been a visiting professor at the ESPCI in Paris, France (2004) and at Harvard University (SEAS, 2007).
More information about Andrew Belmonte is available from Andrew’s website.
The lecture took place on Friday, March 23, 2012, at 7 p.m., in HMC‘s Galileo McAlister lecture hall.
As with all of the college’s evening speaker lectures, the talk was aimed at a wide audience and was open to all.
If, as Galileo said, the book of the universe is written in the language of mathematics, it is also true that many new chapters in the book of mathematics have been inspired by nature. I will explore this connection through several puzzles from the ordinary experiences of everyday life: why is it difficult to break dry spaghetti in half? Why do things like extension cords, shoe laces, and earbuds always get tangled up in knots? How does a falling droplet splash onto the floor? In each case, careful experimentation leads to mathematical answers, generating interesting new questions in the process.
Fall 2011, Robert L. Devaney
“Chaos Games and Fractal Images”
Professor Robert L. Devaney of Boston University presented the third lecture in The Michael E. Moody Lecture Series on “Chaos Games and Fractal Images.”
He is the author of over one hundred research papers in the field of dynamical systems as well as a dozen pedagogical papers in this field, and has delivered over 1500 invited lectures on dynamical systems and related topics in all fifty US states and over thirty countries on six continents worldwide. He has also been the “Chaos Consultant” for several theaters’ presentations of Tom Stoppard’s play Arcadia and in 2007 he was the mathematical consultant for Kevin Spacey’s Twenty One.
Bob has received many awards for teaching and research from institutions including Boston University, the MAA, and the NSF, and directs the NSF’s Dynamical Systems and Technology Project, which aims to show students and teachers how ideas from modern mathematics such as chaos, fractals, and dynamics, together with modern technology, can be used effectively in the high school and college curriculum.
He is president-elect of the MAA in 2012, and will serve as president in 2013–2014.
The lecture took place on Friday, Sept. 30, 2011, at 7 p.m., in HMC‘s Galileo McAlister lecture hall.
As with all of the college’s evening speaker lectures, the talk was aimed at a wide audience and was open to all.
In this lecture we will describe some of the beautiful images that arise from the “Chaos Game”. We will show how the simple steps of this game produce, when iterated millions of times, the intricate images known as fractals. We will describe some of the applications of this technique used in data compression as well as in Hollywood. We will also challenge students present to “Beat the Professor” at the chaos game and maybe win his computer.
Fall 2010, Jonathan Rogness
“When Mathematics Meets Youtube”
Professor Jonathan Rogness of the University of Minnesota presented the second lecture in the The Michael E. Moody Lecture Series on “When Mathematics Meets YouTube.”
Jonathan Rogness is an assistant professor of mathematics at the University of Minnesota. A topologist by training, he has become well-known for his mathematical visualizations for use in and outside of the classroom. He was recently named the new director of the university’s Mathematics Center for Educational Programs(MathCEP), which runs one of the nation’s premier accelerated mathematics programs for middle- and high-school students.
The lecture took place on Friday, Nov. 19, 2010, at 7 p.m., in HMC‘s Galileo McAlister lecture hall.
As with all of the college’s evening speaker lectures, the talk will be aimed at a wide audience and will be open to all.
What happens when 1.7 million people encounter high-level mathematics on YouTube? “Möbius Transformations Revealed” is a short film that illustrates the beauty of Möbius Transformations and shows how moving to a higher dimension makes them easier to understand. After winning an award from the National Science Foundation and Science magazine the video went viral, with unexpected and entertaining results. This talk will describe the behind-the-scenes making of the movie, explore the mathematics it illustrates, and show the reactions of YouTube users who discover the visual allure of mathematics.
Spring 2010, Lesley Ward
“The Linear Algebra of Internet Search Algorithms”
Professor Lesley Ward of the University of South Australia presented the inaugural lecture in The Michael E. Moody Lecture Series on “The Linear Algebra of Internet Search Algorithms”
Lesley Ward is a recipient of the MAA’s Alder Award for Distinguished Teaching, and has held a Prize Teaching Fellowship at Yale, a Postdoctoral Fellowship at the Mathematical Sciences Research Institute (MSRI), and an Evans Instructorship at Rice. Her research is in complex analysis, harmonic analysis, and industrial applications of mathematics. She is proud to have been a member of the HMC Mathematics Department for nine years, before moving to the University of South Australia in 2006.
The lecture took place on Sunday, May 2, 2010, at 4:30 p.m., in HMC‘s Galileo McAlister lecture hall.
As with all of the college’s evening speaker lectures, the talk was aimed at a wide audience and was open to all.
How do web-search algorithms work? Early algorithms just counted the number of times a query word appeared in a given webpage. More recent algorithms rely on “link analysis”, which aims to mine the collective wisdom encoded in the network of links: people make judgements about how useful a given page is for a given topic, and they express these judgments through the hyperlinks they choose to put on their own pages. I will show how linear algebra forms the common underpinning of three link-analysis algorithms for web search: PageRank, HITS, and SALSA. I will also discuss a modification of HITS that originated from a Mathematics Clinic at Harvey Mudd College, and is joint work with several people, including Harvey Mudd College undergraduates.