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Mark Kayll The University of Montana |
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| Most people think of integration as belonging to the realm of continuous mathematics, far removed from its 'polar opposite', discrete mathematics. I'll present a few examples illustrating the ubiquity of integration, even in the discrete world. My goal will be to convince listeners to embrace calculus, even if they lean more to the mathematically discrete. We never know when an integral might rise seemingly out of nowhere and play an interesting role in a discrete problem. | ||||||
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Monday, 21 September 2009 3:10 p.m. in Math 103 4:00 p.m. Refreshments in Math Lounge 109 |
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