We consider a system of linear constraints over any finite abelian group $G$ of the following form: $\\ell_i(x_1,\\ldots,x_n) \\equiv \\ell_{i,1}x_1+\\cdots+\\ell_{i,n}x_n \\in A_i$ for $i=1,\\ldots,t$ and each $A_i \\subset G$, $\\ell_{i,j}$ is a
The study of Gaussian mixture distributions goes back to the late 19th century, when Pearson introduced the method of moments to analyze the statistics of a crab population.
Reducing the energy consumption of a wireless cellular network is an important and urgent problem. We studied the effect of cell sizes on the energy consumed by the network, assuming base station technologies of today and the future.
I will talk about a simple and interesting way to link Évariste Galois(1811-1832) and John Nash(1928- ). I will also present some issues that I encountered during my explorations while establishing this link.
Embedded systems are increasingly being deployed in a wide variety of applications. Most, if not all, of these applications involve an electronic controller with discrete behaviour controlling a continuously evolving plant.
Ryan Williams, a postdoc at IBM Almaden, posted a manuscript about a week ago on his home page (http://www.cs.cmu.edu/~ryanw/) proving that bounded depth circuits with AND, OR and MOD-m gates (also calle
Ryan Williams, a postdoc at IBM Almaden, posted a manuscript about a week ago on his home page (http://www.cs.cmu.edu/~ryanw/) proving that bounded depth circuits with AND, OR and MOD-m gates (also calle
In a 2-Prover 1-Round Game, a verifier draws a pair of questions (X,Y ) from a distribution D and sends one each to two co-operating, non-communicating players who need to respond back with answers A,B.
