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HESBURGH LECTURE SERIES 2013 Program - Alumni Association ...

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Alexander J. Hahn ’70 Ph.D.<br />

Professor, Mathematics; Director, Kaneb Center for Teaching and<br />

Learning<br />

Biography<br />

Alexander Hahn received his Ph.D. in mathematics from the University of Notre Dame in<br />

1970 under the direction of Professor Timothy O’Meara (who would later serve as the Notre<br />

Dame’s provost for many years). After a year as The National Science Foundation Postdoctoral<br />

Fellow at the University of Zürich, and another as Sonderforschungsbereich (SFB) scholar at Categories<br />

the University of Bonn, Hahn returned to Notre Dame in 1972 as a member of the faculty of the<br />

Mathematics Department. He became a full professor in 1984, and served as the chair of the Art/Architecture, Notre<br />

department from 1996 to 2000. Hahn’s research has focused on algebra and number theory, in Dame, Science<br />

particular the theory of forms, group, and algebras. He has written two books and numerous<br />

articles on these topics of mathematics. Hahn also has published his investigations into the history of science, in particular his<br />

studies of the impact of Galileo’s experiments on his understanding of motion.<br />

In 2000, Hahn was appointed to direct the Honors <strong>Program</strong> of the College of Science. In prior years, he had developed a twosemester<br />

calculus sequence for the College of Arts and Letters. The subject matter of these courses later grew into a textbook<br />

that has the two-fold aim of developing the basic elements of calculus from within their historical origins, and to illustrate the<br />

power of calculus in a wide variety of different contexts of science and economics. This work was translated into Japanese by<br />

Springer-Verlag, Tokyo (2001-02). Hahn’s ongoing interest in teaching led to his appointment to the directorship of Notre Dame’s<br />

Kaneb Center for Teaching and Learning from 2002 to 2009. Over the last several years, he has explored the connections between<br />

architecture and mathematics. His book, Mathematical Explorations of the World’s Great Buildings, on this combination of<br />

subjects, was published by Princeton University Press in 2010.<br />

Lectures<br />

Galileo and His Science in Images<br />

In this lecture, participants will learn of the political and ideological dynamics of contemporary China by way of the history of its<br />

relationship with two countries that it officially defines as part of the “motherland.” With the recent resurgence of anti-Chinese<br />

unrest in Tibet and a democratic election in Taiwan that may shift the political balance of this country toward unification, it is<br />

critical that we take stock of these current developments and their implications for the future of our relations with the second<br />

most powerful country in the world. Participants will learn of the reasons for China’s claim of legitimate sovereignty over these<br />

territories while also discovering the grounds of Taiwanese and Tibetan dissent, with an eye to imagining strategies for peaceful<br />

resolution.<br />

Truth in Numbers: From Notre Dame Football to The Da Vinci Code<br />

To what extent do numbers capture the reality that generates them? When do they fail to do so? To what extent do they lie? This<br />

PowerPoint presentation explores these questions both in the context of Notre Dame football statistics and the mathematics in<br />

The Da Vinci Code.<br />

44 The Hesburgh Lecture Series, <strong>2013</strong> <strong>Program</strong>

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