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 ...
The Factorial Function
... Synopsis: Returns the result of the factorial function: Large values of are approximated by a ... } Returns: posint Synopsis: Returns the result of the factorial function: Large values of x are approximated ...
https://disco.ethz.ch/publications/3089/bibtex
... Wattenhofer}, title= {{What Can Be Approximated Locally? Case Study: Dominating Sets in Planar Graphs ... Wattenhofer}, title= {{What Can Be Approximated Locally? Case Study: Dominating Sets in Planar Graphs ...
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 ...
easyGWAS - Public Data
... Source: None Description: Ratio between plant height and number of nodes ( approximated as total ... : Ratio between plant height and number of nodes ( approximated as total leaf number) Additional Meta ...
Chair for Mathematical Information Science > Home
... networks as a function of the complexity of the function class to be approximated by the network. These ... bounds are shown to be achievable. Specifically, all function classes that are optimally approximated by ... function of the complexity of the function class to be approximated by the network. These bounds are shown ... to be achievable. Specifically, all function classes that are optimally approximated by a general ...
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 ...
BTnut System Software: btnut/extras/teco_ssmall/tsl2550.h File Reference
... Author: ) Converts channel values from both sensors to an approximated value in lux. This is a ... approximated value in lux. This is a simplified lux equation approximation using lookup tables. see http ...
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 ...
