Interesting, what is LQQ exactly ?
Do you know a paper about knot simulation or the name of the software that detect knots ?
I think that type of algorithm must be very CPU time consuming due to complexity of algorithm on graph that are often n^2 or worst.
AHAH. you cannot compare code with other if it is not optimized.
Try ATLAS (Autotuned Lapack) lib on linux, hard to use but so fast ! People optimize it to death since 30 years.
"The C++ code used simple Gauss-Jordan elimination taken from the book "Numerical Recipes in C" :
I think you can...
Hello,
I am contacting you because I would like to know if there is a way to simulate quantum loop theory. Indeed, the S-Knots are much more complex objects than graphs because between the points there is a curve that can be knotted. S-Knots are graph embeddings in 3D and I do not see how such...
Hello,
I want to prove that a graph represent a manifold, for this i take the opposites edges of a vertex (edge connected between vertex connected to the current vertex) and this subgraph need to be homeomorphic for example to the 1-sphere if i want a 2 manifold. This criterion ensure that my...
Kiss principle is not good because efficiecy imply complexity. Just look at the evolution of cars, before you have a simple motor, four wheel, now you have sensors, injector, optimal control, data fusion. To get efficiency the complexity need to be augmented.
The thing i learn by working with...
A very simple example is to make a vector of box to put everything you want inside.
//Useless Parent
class parent
{
}
// But Template Child
template<class T>
class child : public parent
{
public :
child(T * p):my_class(p){}
private :
T * my_class;
}
std::vector<parent *> v...
ARRRRGGGGGG
Please listen to me. I work for years in computer optimisation. Use Eigen3 for matrix computing, it is a ultra optimised library but with an high level of programming due to it's meta-template building. Everyone in intensive computing use MKL, direct Blas on Eigen. Eigen is best for...
You need to first make a trivial version where particle are a point class with
class particle
Vector3 speed
Vector3 position
double mass
then with two loop on the particle vector you can compute gravitationnal force and then integrate acceleration to move the particle.
For the...
Monotonicity work only in 1D,
[itex]\sup_{x\in\mathbb{R}^2}\Big\|\frac{\partial V}{\partial x}\Big\|[\itex] is non local.
I will look in the book you advise. I find this problem really interesting, may be treated and treated again, but interesting
Thanks for your answer.
Clément
Hi everybody,
Let V(x) a vector field on a manifold ( R^2 in my case), i am looking for a condition on V(x) for which the function x^µ \rightarrow x^µ + V^µ(x) is a diffeomorphism. I read some document speaking about the flow, integral curve for ODE solving but i fail to find a generic...
To conclude, i send an email to Maggiore himself, he said that the matrix V act directly on Gij, that seems logic but the sentence in the book is confusing because he speak of VTiV* implying that V act on the générators.
Thanks for the answer.