Algorithms which solve mathematical problems by means of numerical approximation (as opposed to symbolic computation).
I am starting to learn CUDA and I think calculating long digits of pi would be a nice, introductory project. …
algorithm parallel-processing cuda numerical-methods piIs there any sparse matrix library that can do these: solve linear algebraic equations support operations like matrix-matrix/number multiplication/…
matrix sparse-matrix numerical-methods numerical-analysisMore specifically, i'm interested in 8th order Dormand-Prince embedded method, it's based on Runge-Kutta, and stiff equations. I use Numerical …
c++ numerical-methods ode differential-equationsI have been trying to use the BigInteger type, that is supposedly new in .NET Framework 4.0. I don't seem to …
c# .net-4.0 numerical-methodsI have problem with implementation of verlet algorithm in Python. I tried this code: x[0] = 1 v[0] = 0 t[0] = 0 a[0] = 1 for i …
python physics numerical-methods verlet-integrationSuppose you have an arbitrary triangle with vertices A, B, and C. This paper (section 4.2) says that you can generate …
algorithm geometry numerical-methods samplingI'm using scipy.integrate.dblquad, and I get this error: UserWarning: The maximum number of subdivisions (50) has been achieved. If …
python scipy numerical-methods integralI have this program for calculating Hermite interpolation. Problem is, that its behave really bad. This is chart for 35 Chebyshev …
python interpolation numerical-methods hermiteI have defined the following function in R (where a is a given constant and is a known function) but …
r function numerical-methods integral numerical-integrationI'm looking to run a gradient descent optimization to minimize the cost of an instantiation of variables. My program is …
c++ visual-studio-2010 optimization numerical-methods gradient-descent