In this talk, we shall discuss various notions of convergence of dense graphs, and attempt to come up with a metric space where the notion of "left convergence" of graphs can be identified with Cauchy convergence.
The next major innovations in computer science and engineering are likely to come from [UTF-8?]“intelligent†deployment of human-centric systems that must optimally interact with other man-made and natural s
In this talk we will discuss the rate distortion theory from the viewpoint of the information-spectrum so that we can treat arbitrary general sources (not necessarily memoryless and stationary)·
Individuals of the same or closely related species can vary substantially in size. However, the proportions within (and between) tissues are precisely kept.
Given an undirected unweighted graph $G$, a \beta-additive spanner of $G$ is a subgraph H of G in which the shortest distance between any pair of vertices is stretched within an additive factor \beta of their shortest distance in $G$.
Given a connected graph, two players play a turn-based game: First. the red guy removes a node (and therefore, its adjoining edges too), now the blue guy adds edges between the remaining nodes.
In this talk, I'll discuss the pathwise optimization (PO) method for stochastic control problem. We will first see how the method produces upper and lower bounds on the optimal value of a high-dimensional optimal stopping problem.
