Universitetet Oslo

The main potential function in the shell model consists of a central-symmetric part, but it was not until a small additional term consisting of a ~l · ~ s term that the model

Furthermore, Teng and Zhang [14] proved that monotone schemes converge at the optimal rate of O(∆x) in L 1 provided the initial datum is piecewise constant with a finite number

Smooth solution problem with non-homogeneous BC’s on adapted meshes: Comparison of error plots and effectivity index by Continuous L 2 -projection (CL2P), Discrete least square

For larger variance the error increases because the multiresolution norm increases, hence the multiresolu- tion norm removes more of the small continuous functions in f as noise and

This proves the optimality of Theorem 2 for L 2 convergence (except for the exact value of the constant K in the extra divergence condition).. To show that Theorem 2 is also

Using the modified FRep for generating step-function values S(x) and con- trolling s l parameter of this function, the resulting HFRep can be obtained as a continuous smooth

Problem 3 (L AYOUT A ND L ABELLING ) Given a transit network N = (S,C), soft and hard constraints for layouts and labellings as well as a geographical layout L, find a layout L 0 in

the results, we can observe: (1) for both U-Net+L 2 and LANet+L 2 , the performance with calibrated HDR as ground-truth for training is better than taking general normalized HDR