Pubblicazioni

Articoli su rivista

  • C. Conti and K. Jetter, Smoothed Hat Functions in Subdivision, accettato per la pubblicazione su JCAM.
  •  C. Conti, L. Gori, F. Pitolli and P. Sablonniere, Approximation by GP-box-splines on a four-direction mesh, in II revisione su JCAM.
  • C. Conti, R. Morandi, R.M. Spitaleri, Quality Parameters to Control Algebraic Surface Grids,
    Rendiconti di matematica, Serie VII, Volume 27, Roma, 37--47, (2007).
  • C. Conti, L. Gori and F. Pitolli, Totally Positive Functions through Nonstationary Subdivision Schemes, JCAM, 200, 255-265, (2007).
  • C. Conti and F. Pitolli, A new class of bivariate refinable functions suitable for cardinal interpolation, Rendiconti di matematica, Serie VII, Volume 27, Roma, 61-71, (2007)
  • C. Conti, R. Morandi, A Procedure for Improving Shape-Preserving Quasi-Interpolation, JCAAM, vol 4, n. 3, 367-378, (2006).
  • C. Conti, R. Morandi and R.M. Spitaleri, An Algebraic Grid Optimization Algorithm Using Condition Numbers, APNUM 56, n. 8, 1123-1133, (2006).
  • M. Charina, C. Conti and T. Sauer, Regularity of Multivariate Vector Subdivision Schemes, Numerical Algorithms, 39, 97-113, (2005).
  • C. Conti, R. Morandi, R.M. Spitaleri, An Algebraic-Elliptic Algorithm for Boundary Orthogonal Grid Generation, Appl. Math. Comput. 162, no. 1, 15-27, (2005).
  • C. Conti and K. Jetter, Concerning Order of Convergence for Subdivision, Numerical Algorithms, 36, 345-363, (2004).
  • C. Conti, R. Morandi, Re-parameterisation Technique in Algebraic Numerical Grid Generation via Subdivision Schemes, APNUM, 51, 487-496, (2004).
  • C. Conti, G. Zimmermann, Interpolatory Rank-1 Vector Subdivision Schemes, CAGD, 21, 341-351, (2004).
  • C. Conti, On the Convergence of Convolved Vector Subdivision Schemes, APNUM, 51, 477-486, (2004).
  • M. Charina, C. Conti, Convergence of Multivariate Non-Stationary Vector Subdivision Schemes, APNUM, 49, No.4, 343-354, (2004).
  • C. Conti, R. Morandi, D. Scaramelli, Using Discrete Uniformity Property in a Mixed Algebraic Method, APNUM, 49, No.4, 355-366, (2004).
  • C. Conti, R. Morandi, A Bivariate Shape-Preserving Quasi Interpolant with Positive Compactly Supported Bases, JCAA, vol 6, n. 4, pp. 335-347, (2004).
  • C. Conti L. Gori and F. Pitolli, Some Recent Results on a New Class of Bivariate Refinable Functions, Rendiconti del Seminario Matematico dell'Università e Politecnico di Torino, Vol. 61, N. 3, 301-312, (2003)
  • C. Conti, R. Morandi, The Bidimensional Interproximation Problem and Mixed Splines, Journal of Computational and Applied Mathematics, No. 130, pp. 1-16, (2001).
  • C. Conti, R. Morandi, C. Rabut, A. Sestini, Cubic spline data reduction choosing the knots from a third derivative criterion, Numerical Algorithms, 28, Nos 1-4,pp. 45-61, (2001).
  • C. Conti, K. Jetter, A New Subdivision Method for Bivariate Splines on the Four- Directional Mesh, Journal of Computational and Applied Mathematics No. 119, pp. 81-96, (2000).
  • C. Conti, R. Morandi, C. Rabut, P1-reproducing, Shape- preserving Quasi-Interpolant Using Positive Quadratic Splines with Local Support, Journal of Computational and Applied Mathematics No. 104, pp. 111-122, (1999).
  • C. Conti, R. Morandi, A Parallel Algorithm to Construct a Curve Network Interpolating non Gridded Functional Data in R3, Supercomputer 66, Vol. XII, No. 4, pp. 33-45, (1996).
  • C. Conti, A. Sestini, Choosing Nodes in Parametric Blending Function Interpolation, Computer Aided Design Vol. 28 N. 2, pp. 135-143, (1996).
  • C. Conti, R. Morandi, Piecewise C1 Shape-Preserving Hermite Interpolation, Computing Vol 56, pp. 323-341,(1996).
  • R. Morandi, C. Conti, A Discrete Monotonous Interpolation Scheme, Computing Vol. 52 No. 3, pp. 257-267, (1994).
  • C. Conti, R. Morandi, Parallel Shape-Preserving Interpolation via B&egreve;zier Curves, Supercomputer Vol. 10 No. 6, pp. 25-29, (1994).
Contributi in volumi
  • C. Conti, M. Cotronei and T. Sauer,  Full Rank Interpolatory Vectors Subdivision Schems, accettato per la pubblicazione sul volume........., gennaio 2007
  • C. Conti and N. Dyn, Blending Based Chaikin type Subdivision Schemes for Nets of Curves, Mathematical Methods for Curves and Surfaces: Tromsø 2004, M. Dæhlen, K. Mørken, and L. Schumaker (eds.) pp.101-117, (2005)
  • M. Charina, C. Conti and T. Sauer, Lp- convergence of subdivision schemes:joint spectral radius versus restricted spectral radius, Approximation Theory XI, C.K.Chui, M. Neamtu and L.Schumaker eds., 129-150, (2005)
  • M. Charina, C. Conti, On Properties of Non Stationary Divided Difference Vector Subdivision Scheme, Modern Developments in Multivariate Approximation, W. Haussmann, K. Jetter, M. Reimer, J. St¨ockler (eds.), pp. 57-69, (2003).
  • C. Conti, R. Morandi, C. Rabut, Shape-constrained Smoothing with Inf-convolution Splines, Curves and Surface Design, Saint-Malo 2002, T. Lyche, M.L. Mazure, L.L. Schumaker eds., Nashboro Press, pp. 61-70, (2003)
  • C. Conti, R. Morandi, D. Scaramelli, An Automatic Control Point Choice in Algebraic Numerical grid Generation, Algorithms for Approximation IV, J. Levesly, I.J. anderson, J.C. Mason eds, pp. 2-8 (2002).
  • C. Conti, Kronecker type Convolution of Function Vectors with one Refinable Factor, Advances in Multivariate Approximation, International series of Numerical Mathematics W. Haussmann, K.Jetter amd M. Reimer eds. Vol. 137, pp. 101-113, (2001).
  • C. Conti, R. Morandi, A. Sestini, Interproximating Curves by means of Mixed Splines, Advances in Theory of Computational Mathematics vol. 3 D. Trigiante ed. pp. 143-151, (2000).
  • C. Conti, K. Jetter, A Note on Convolving Refinable Function Vectors, Curves and Surfaces Fitting, A. Coehn, C. Rabut, L.L. Schumaker eds. pp. 135-142, (2000).
  • C. Conti, R. Morandi, C. Rabut, Shape-Preserving Quasi Intepolating Univariate Cubic Splines, Mathematical Methods for Curves and Surfaces II, Morten Daehlen , Tom Lyche, Larry L. Schumaker (eds) pp. 55-62, (1998).
  • C. Conti, C. Rabut, A Technique for the Construction of Generalized B-splines, Mathematical Methods for Curves and Surfaces II , Morten Daehlen , Tom Lyche, Larry L. Schumaker (eds) pp. 63-70, (1998).
  • C. Conti, Quasi-Interpolating Spline Functions in the Hilbert Space D¡mL2(R), Surface Fitting and Multiresolution Methods, A. Le M´ehaut´e, C. Rabut, L.L. Schumaker eds., pp. 67-74, (1997).
  • R. Morandi, C. Conti, Blending Function for Interpolating Non-Uniformly Distributed Data, Multivariate Approximation: From CAGD to Wavelets K. Jetter and F.I. Utreras eds. Series in Approximations and Decompositions Vol.3, pp. 239-249, (1993).
Proceedings

  • C. Conti, R. Morandi, R.M. Spitaleri, On a mixed algebraic approach for generation and optimization of structured grids, 17Th IMACSWorld Congress, Scientific Computation Applied Mathematics and Computation, pp. 1-8,(2005).
  • C. Conti, R. Morandi, R.M. Spitaleri, Mixed algebraic methods based on locally tensor product functions, Numerical Grid Generation in Computational Field Simulation 2005, P. Papadopoulos,J Hauser, J.F. Thompson, B.K. Soni, R.M.Spitaleri eds., pp 61-70, (2005).
  • C. Conti, R. Morandi, Y. Yalcinkaya, Combined Subdivision Schemes torwards Algebraic Grid Generation, Fourth meeting on applied scientific computing and tools, IMACS Series in Comp. and Appl. Math., C. Conti, R. M. Spitaleri and F. Pistella eds, pp. 61- 70,(2005)
  • M. Charina, C. Conti, M. Fornasier, Adaptive frame schemes for nonlinear variational problem: convergence and stability, Forth meeting on applied scientific computing and tools, IMACS Series in Comp. and Appl. Math., C. Conti, R. M. Spitaleri and F. Pistella eds, pp. 41-50,(2005)
  • C. Conti, R. Morandi, R.M. Spitaleri, Grid Quality Measures for Algebraic Grids, Third meeting on applied scientific computing and tools, IMACS Series in Comp. and Appl. Math., R. M. Spitaleri and F. Pistella eds, pp. 41-50, (2004).
  • C. Conti, Refinable bases and subdivision algorithms in surface generation, Second meeting on applied scientific computing and tools, IMACS Series in Comp. and Appl. Math., R. M. Spitaleri and F. Pistella eds, pp. 65-74, (2003)
  • C. Conti, R. Morandi, An elliptic re-parameterization technique for algebraic numerical grid generation, Second meeting on applied scientific computing and tools, IMACS Series in Comp. and Appl. Math., R. M. Spitaleri and F. Pistella eds, pp. 75-82, (2003)
  • C. Conti, R. Morandi, D. Scaramelli, R.M. Spitaleri, Algebraic-Elliptic Grid Generation Achieving Boundary Orthogonality, in Numerical Grid Generation in Computational Field Simulations, ISGG, MS, USA, B.K. Soni, J. Chawner, P.R. Eisemamn, J. Haeuser, K. Nakahashi, F.J. Thompson, N. P. Weatherill eds, pp. 425-433, (2002).
  • Charina M., C. Conti, K. Jetter, Image Data Compression with Three-directional Splines, Wavelet Applications in Signal and Image Processing VIII A. Aldroubi, A. F. Laine and M. Unser, eds., pp. 1-10, (2001).