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Associate Professor Serguei Novikov,Department of Mathematics at the University of Maryland,Research Interests: differential-geometric aspects of rigidity Lorentz geometry conformal pseudo-Riemanni...
Professor Shankar Sen,Department of Mathematics at Cornell University,Most of my research concerns invariants associated with representations of Galois groups of p-adic fields and algebraic number fie...
Professor Allen Knutson,Department of Mathematics at Cornell University,In recent years I have been studying algebraic varieties carrying large groups of symmetries, such as toric varieties, flag mani...
Professor Martin Kassabov,Department of Mathematics at Cornell University,My research interests fall into two main categories: (1) representation theory of discrete groups, mainly Kazhdan property and...
Laurent Saloff-Coste is an analyst who enjoys touching on other areas including probability theory and geometric group theory. I study different aspects of heat diffusion on manifolds from the point o...
Professor Justin Moore,Department of Mathematics at Cornell University,Set theory, mathematical logic, and set theoretic topology My area of research is set theory and infinite combinatorics. I am pa...
Camil Muscalu works in harmonic analysis, the field which grew out of the study of Fourier series. What I find particularly fascinating, is the process of discovery and analysis of new mathematical ob...
Professor Robert Connelly,Department of Mathematics at Cornell University,Discete geometry, with emphasis on the geometry of rigid and flexible structures, is my main area of interest. A tensegrity is...
Professor Irena Peeva,Department of Mathematics at Cornell University,My research interests are in commutative algebra and its connections to algebraic geometry, combinatorics, subspace arrangements, ...
The Mathematics of Perfect Shuffles     Mathematics  upset       2015/7/14
There are two ways to perfectly shuffle a deck of 2n cards. Both methods cut the deck in half and interlace perfectly. The out shuffle 0 leaves the original top card on top. The in shuffle I leave...
We consider new types of perfect shues wherein a deck is split in half, one half of the deck is \reversed", and then the cards are interlaced. Flip shues are when the reversal comes from ipping the ...
The purpose of this presentation is to paint a broadbrush picture of the challenge of providing mathematics teaching that encourages learning that goes beyond ‘the basics’.
The focus of this paper is on proportional reasoning, emphasising its pervasiveness throughout the mathematics curriculum, but also highlighting its elusiveness.
In recent years graphics representations have become increasingly widespread as society comes to terms with the information age.

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