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An example of a minimal dependency injection ( aka Inversion of Control ) container for Python.



In Recipe 576954 presented a numerical method for pricing Asian options using mpmath and some code from Recipe 576938: Numerical Inversion of the Laplace Transform with mpmath. The code in Recipe 576954 seems to have problems with the precision...



This Recipe is a variant of recipe 576934: Numerical Inversion of the Laplace Transform using the Talbot method by Fernando Damian Nieuwveldt adapted to high precision mpmath



This is a fast and highly accurate numerical method for the inversion of the Laplace transform



Inversion of Laplace transforms is a very important procedure used in solution of complex linear systems.
The function f(t)=INVLAP(F(s)) offers a simple, effective and reasonably accurate way to achieve the result. It is based on the...



An efficient algorithm for identification of strong polarity-inversion line (SPIL) on Solar Dynamic Observatory (SDO) Helioseismic and Magnetic Imager (HMI) magnetograms.

Detailed description will appear in the paper: Volobuev, D.M....



The numerical inversion of the Laplace transform is a long standing problem due its implicit ill-posedness. These functions implement one of the more well known numerical inversion algorithms, the Weeks method. Particularly new here is the use of...



Represent a wavefront as a sum of Zernike polynomials using a matrix inversion.
This function attempts to solve the a_i's in equation, phi(rho,theta) = SUM(a_i * Z_i(rho,theta), i=1 to M),
where the Z_i(rho,theta)'s are the Zernike...



BAT is a B2 Logic to ABEL HDL translator written in Ruby, It implements a 20+ part subset of the B2 Logic Library and is designed to facilitate the design of logic circuits that will be implemented on MOSIS integrated circuits.



I present a method of computing the 1F1(a,b,x) function using a contour integral. The method is based on a numerical inversion, basically the Laplace inversion. Integral is 1F1(a,b,x) = Gamma(b)/2\pi i \int_\rho exp(zx)z^(-b)(1+x/z)^(-a)dz, \rho...



Sample Pythonic Inversion-of-Control Pseudo-Container.



The method uses finite differences to solve Laplace equation and matrix inversion to solve the resulting system of linear algebraic equations. The rectangular plate has both dimensions set equal to unity. Each dimension is discretized and the...



The function tests given realization X of random process Xi(t) for stationary, using of the two non-parametric criterions - the criterion of inversion and the criterion of the series.



Computes triangular rvs from an set of input random numbers given min, max and mode values using the inversion method.

This function can handle single value, vector and matrix input.

Try the following examples to experiment...



Two simple models are provided showing the characteristics of basic iterative algorithms for the inversion of kinematics, namely the Jacobian transpose, its pseudo-inverse and the damped least-squares (DLS). The pro's and con's can be compared...



Copland is an "Inversion of Control" (IoC) container, similar to the HiveMind framework in Java. It allows YAML-based configuration of objects and their interdependencies, all of which are resolved dynamically at runtime.



Trimurti manages the components of a complex application. Loads plugins and assembles components (AKA dependency injection or inversion of control). Components can reside on different computers. See http://trimurti.rubyforge.org



OfficeFloor is true inversion of control for building real-time web applications that are build once run anywhere - even with Cloud Computing.

In addition to making it simple to build a Java web application, once built OfficeFloor...



A fast, lightweight Inversion of Control container and application framework for .NET developers.



This project centers around the goal of bringing the Inversion of Control principals leveraged by the Spring Framework to the client side of Google Web Toolkit (GWT) application development.