Computationally approximated solution for the equation for Henssge’...
... approximation yields minimal difference between equation terms Results: The solution is approximated by solving ... straightforward way, solutions to the Henssge equation can be approximated computationally. Abstract Background ... Computationally approximated solution for the equation for Henssge’s time of death estimation ... Computationally approximated solution for the equation for Henssge’s time of death estimation ... Computationally approximated solution for the equation for Henssge’s time of death estimation ...
Approximated convex envelope of a function - Zurich Open Repository...
... Approximated convex envelope of a function Brighi, B ; Chipot, M (1994). Approximated convex ... paper is to introduce the approximated convex envelope of a function and to estimate how it differs from ... Approximated convex envelope of a function - Zurich Open Repository and Archive ... Approximated convex envelope of a function - Zurich Open Repository and Archive Header ... Approximated convex envelope of a function - Zurich Open Repository and Archive ...
Escape from the boundary in Markov population processes - Zurich Op...
... approximated over finite time intervals by the solution of the differential equations that describe their ... that can be approximated by a diffusion process. Here, motivated by an example from evolutionary ... ), (1971) to be well approximated over finite time intervals by the solution of the differential equations ... solution on the scale √N that can be approximated by a diffusion process. Here, motivated by an example ...
Convergence of a structured metapopulation model to Levins's model ...
... under which its equilibrium distribution is reasonably approximated by that of the unstructured model of ... is closely approximated by a shifted Poisson centred near the carrying capacity. Under this limiting ... reasonably approximated by that of the unstructured model of Levins (1969). We do this by showing that the ... point mass at 0, together with a positive part which is closely approximated by a shifted Poisson ...
Total variation approximation for quasi-stationary distributions - ...
... -stationary distribution is unique, and can be closely approximated by distributions that are simple to ... -stationary distribution is unique, and can be closely approximated by distributions that are simple to ... -stationary distribution is unique, and can be closely approximated by distributions that are simple to ... -stationary distribution is unique, and can be closely approximated by distributions that are simple to ...
Connecting deterministic and stochastic metapopulation models - Zur...
... stochastic version can be well approximated in a certain sense by the deterministic version when the number ... that the stochastic version can be well approximated in a certain sense by the deterministic version ... that the stochastic version can be well approximated in a certain sense by the deterministic version ... spatially realistic Levins model. We show that the stochastic version can be well approximated in a certain ...
On the binary expansion of a random integer - Zurich Open Repositor...
... set 0, 1,…, n − 1 can be approximated in total variation by a mixture of two neighbouring binomial ... set 0, 1,…, n − 1 can be approximated in total variation by a mixture of two neighbouring binomial ... approximated in total variation by a mixture of two neighbouring binomial distributions, with error of order ... approximated in total variation by a mixture of two neighbouring binomial distributions, with error of order ...
A note on the maximum size of a closed epidemic - Zurich Open Repos...
... -460. Copy Abstract Daniels successfully approximated the distribution of the maximum number of ... problem, using the invariance properties of Brownian motion. Abstract Daniels successfully approximated ... approximated the distribution of the maximum number of infectives during an epidemic in a closed population, by ... . Abstract Daniels successfully approximated the distribution of the maximum number of infectives during an ...
Singularity of the spectrum for smooth area-preserving flows in gen...
... spectrum for smooth area-preserving flows in genus two and translation surfaces well approximated by ... translation surfaces well approximated by single cylinders. We show that for almost every translation surface ... well approximated by cylinders - Zurich Open Repository and Archive Header Quicknavigation Home ... -preserving flows in genus two and translation surfaces well approximated by cylinders Chaika, Jon ; Frączek ...
Imperfections in random tournaments - Zurich Open Repository and Archive
... unbeaten k-subsets of V can be well- approximated by that of a Poisson random variable with the same mean ... , W1, …, Wb) can be approximated by a multidimensional Poisson vector with independent components ... of V can be well- approximated by that of a Poisson random variable with the same mean; an improved ... ) can be approximated by a multidimensional Poisson vector with independent components, provided that b ...
