Recent Pubblications

 

 

M. Bozzini, L. Lenarduzzi, M. Rossini and R. Schaback, Interpolation by basis functions of different scales and shapes, Calcolo 41 (2004) 77-87.

 

M. Rossini, Detecting discontinuities in two dimensional sampled signals by polyharmonic pre-wavelets, ICNAAM 2005, E. Simos, G. Psihoyios and Ch. Tsitouras (eds.), Wiley-VCH (2005)  635-638.

 

B. Bacchelli, M. Bozzini, M. Rossini, On the errors of a mmultidimensional MRA based on non separable scaling functions, Int. Journal of Wavelets, Multiresolution and Inf. Processing, Vol. 4, No. 3 (2006) 475-488.

 

M. Bozzini, C. Rabut, M. Rossini, A multiresolution analysis with a new family of polyharmonic B-splines. In Curve and  Surface Fitting: Avignon 2006, A. Cohen, J. L. Merrien and L. Schumaker (eds.), Nashboro Press (2007) 51-60.

 

M. Bozzini, M. Rossini, Recovering trivariate functions by data on tracks. In Applied and Industrial Mathematics in Italy, V.  Cutello, G. Fotia, L.Puccio (eds), World Scientific,  (2007) 208-219.

 

M. Rossini, On the construction of polyharmonic B –splines, Journal of Computational and Applied Mathematics 221 (2008) 437–446.

 

C. Rabut, M. Rossini, Polyharmonic multiresolution analysis: an overview and some new results, Numerical Algorithms  48 , 1-3   (2008) 135-160.

 

M. Bozzini, M. Rossini, Detection of faults and gradient faults from scattered  data with noise. In Proceedings of the 2009 International Conference on Computational and Mathematical Methods in science and Engineering, J. Vigo-Aguiar, P. Alonso, S. Oharu, E. Venturino, B. Wade (eds.) (2009) 189-200.

 

M. Rossini, Detecting discontinuities in two dimensional signal sampled on a grid. In press on J. Numer. Anal. Ind. Appl. Math. (Volume 4 Issues 3-4) (2009).

 

M. Bozzini, L. Lenarduzzi, M. Rossini, Kernel B-splines on general   lattices, Journal of Computational and Applied Mathematics 233 (2010), pp. 1620-1630. Published online: 20-Nov-2009.

 

M. Bozzini, L. Lenarduzzi, M. Rossini, Non-regular surface approximation. In press on Lecture Notes in Computer Science, Springer.

 

M. Bozzini, L. Lenarduzzi, M. Rossini,  Polyharmonic splines: an approximation method for noisy scattered data of extra large size.  Accepted on Applied Mathematics and Computation