Numerical Methods for the solution of Hyperbolic
... The mathematical description of many practical problems in science and engineering leads to conservation laws, that is time-dependent systems of partial differential equations (PDEs), usually hyperbolic and nonlinear, with a particularly simple structure. Fluid and gas dynamics, relativity theory, q ...
... The mathematical description of many practical problems in science and engineering leads to conservation laws, that is time-dependent systems of partial differential equations (PDEs), usually hyperbolic and nonlinear, with a particularly simple structure. Fluid and gas dynamics, relativity theory, q ...
2. Model for Composition Analysis - The University of Texas at Dallas
... computationally intensive to determine the most suitable set of components to use with the best parameter settings. For example, consider a small system consisting of 10 program units. Assume that there are two possible components that match the functional requirements of each program unit. Also, as ...
... computationally intensive to determine the most suitable set of components to use with the best parameter settings. For example, consider a small system consisting of 10 program units. Assume that there are two possible components that match the functional requirements of each program unit. Also, as ...
Cost-effective Outbreak Detection in Networks Jure Leskovec Andreas Krause Carlos Guestrin
... be added to the current set A without exceeding the budget. Unfortunately, this intuitive generalization of the greedy algorithm can perform arbitrarily worse than the optimal solution. Consider the case where we have two locations, s1 and s2 , c(s1 ) = ε and c(s2 ) = B. Also assume we have only one ...
... be added to the current set A without exceeding the budget. Unfortunately, this intuitive generalization of the greedy algorithm can perform arbitrarily worse than the optimal solution. Consider the case where we have two locations, s1 and s2 , c(s1 ) = ε and c(s2 ) = B. Also assume we have only one ...
NWERC 2015 Presentation of solutions
... Problem Given a set of lines (with one end called “origin” or well). Is there a subset L of the lines such that for every intersection of two lines exactly one of the pipes intersection is in L? Solution 1 Find all intersecting pairs of pipes (coordinates and number of pipes are small, so don’t have ...
... Problem Given a set of lines (with one end called “origin” or well). Is there a subset L of the lines such that for every intersection of two lines exactly one of the pipes intersection is in L? Solution 1 Find all intersecting pairs of pipes (coordinates and number of pipes are small, so don’t have ...
