N. Dyn

发表

Numerical Procedures for Surface Fitting of Scattered Data by Radial Functions

S. Rippa, D. Levin, N. Dyn, 1986 .

On multivariate approximation by integer translates of a basis function

A. Ron, D. Levin, N. Dyn, 1992 .

Data Dependent Triangulations for Piecewise Linear Interpolation

S. Rippa, D. Levin, N. Dyn, 1990 .

Interpolating Subdivision Schemes for the Generation of Curves and Surfaces

D. Levin, N. Dyn, 1990 .

On quasi-interpolation by radial basis functions with scattered centres

D. Levin, N. Dyn, M. Buhmann, 1995 .

Variational Principles and Sobolev-Type Estimates for Generalized Interpolation on a Riemannian Manifold

F. J. Narcowich, J. Ward, N. Dyn, 1999 .

Data-dependent triangulations for scattered data interpolation and finite element approximation

S. Rippa, N. Dyn, 1993 .

Iterative Solution of Systems Originating from Integral Equations and Surface Interpolation

D. Levin, N. Dyn, D. Levin, 1983 .

Nonstationary subdivision schemes and multiresolution analysis

A. Cohen, N. Dyn, 1996 .

Adaptive thinning for bivariate scattered data

N. Dyn, M. Floater, A. Iske, 2002 .

Radial Basis Function Approximation: from Gridded Centres to Scattered Centres

A. Ron, N. Dyn, 1995 .

Face-value subdivision schemes on triangulations by repeated averaging

Nira Dyn, David Levin, Jo Simoens, 2003 .

Stationary and non-stationary binary subdivision schemes

D. Levin, N. Dyn, 1992 .

Analysis of asymptotically equivalent binary subdivision schemes

D. Levin, N. Dyn, D. Levin, 1995 .

Introduction to shift-invariant spaces. Linear independence

A. Pinkus, A. Ron, D. Levin, 2001 .

Subdivision schemes in geometric modelling

D. Levin, N. Dyn, D. Levin, 2002, Acta Numerica.

A C 2 Four-Point Subdivision Scheme with Fourth Order Accuracy and its Extensions

N. Dyn, K. Hormann, M. Floater, 2005 .

Optimizing 3D triangulations using discrete curvature analysis

D. Levin, N. Dyn, K. Hormann, 2001 .

Smooth Multiwavelet Duals of Alpert Bases by Moment-Interpolating Refinement

D. Donoho, D. Levin, N. Dyn, 2000 .

Regularity of generalized Daubechies wavelets reproducing exponential polynomials

D. Levin, N. Dyn, O. Kounchev, 2012 .

Subdivision schemes in CAGD

N. Dyn, 1992 .

Nonstationary Subdivision Schemes, Multiresolution Analysis, and Wavelet Packets

A. Cohen, N. Dyn, 1998 .

Approximation of piecewise smooth functions and images by edge-adapted (ENO-EA) nonlinear multiresolution techniques

Nira Dyn, Francesc Aràndiga, Basarab Matei, 2008 .

Multiquadric B-splines

Nira Dyn, R. Beatson, N. Dyn, 1996 .

The numerical solution of equality constrained quadratic programming problems

Nira Dyn, Warren E. Ferguson, W. Ferguson, 1983 .

Interpolation by piecewise-linear radial basis functions, II

Nira Dyn, Will Light, Elliott Ward Cheney, 1989 .

Three Families of Nonlinear Subdivision Schemes

Nira Dyn, N. Dyn, 2006 .

Spectral convergence of multiquadric interpolation

Nira Dyn, Martin D. Buhmann, N. Dyn, 1993, Proceedings of the Edinburgh Mathematical Society.

Analysis of uniform binary subdivision schemes for curve design

Nira Dyn, John A. Gregory, David Levin, 1991 .

Analysis of Hermite-interpolatory subdivision schemes

Nira Dyn, David Levin, D. Levin, 1999 .

Generalized Refinement Equations and Subdivision Processes

N. Dyn, D. Levin, N. Dyn, 1995 .

Linear subdivision schemes for the refinement of geometric objects

N. Dyn, 2006 .

Generalized Gaussian quadrature formulas

Nira Dyn, Borislav Bojanov, Dietrich Braess, 1986 .

Spline subdivision schemes for convex compact sets

Nira Dyn, Elza Farkhi, N. Dyn, 2000 .

A Stable Solution to Cell degeneracy in Grid Contouring

N. Dyn, 2012 .

Approximation operators for matrix-valued functions based on matrix decompositions

N. Dyn, N. Sharon, Uri Itai, 2016, 1611.03893.

Set-Valued Approximations with Minkowski Averages – Convergence and Convexification Rates

Nira Dyn, Elza Farkhi, N. Dyn, 2005 .

Quasilinear subdivision schemes with applications to ENO interpolation

A. Cohen, N. Dyn, Basarab Matei, 2003 .

Multivariate Approximation and Applications: Preface

Allan Pinkus, N. Dyn, D. Leviatan, 2001 .

Multiresolution Analysis by Innnitely Diierentiable Compactly Supported Functions Multiresolution Analysis by Innnitely Diierentiable Compactly Supported Functions N. Dyn & A. Ron

A. Ron, N. Dyn, N Dyn, 1992 .

Radial basis function approximation : from gridded centers to scattered centers

A. Ron, N. Dyn, 1993 .

Methods Based on Topological Representation

Nira Dyn, Elza Farkhi, Alona Mokhov, 2014 .

On Set-Valued Functions (SVFs)

Nira Dyn, Elza Farkhi, Alona Mokhov, 2014 .

Subdivision Schemes of Sets and the Approximation of Set-Valued Functions in the Symmetric Difference Metric

Nira Dyn, Shay Kels, N. Dyn, 2011, Found. Comput. Math..

Approximations of Set-Valued Functions Based on the Metric Average

N. Dyn, A. Mokhov, 2006 .

Polynomial Interpolation to Data on Flats in Rd

Nira Dyn, Amos Ron, Carl de Boor, 2000 .

On two polynomial spaces associated with a box spline.

C. D. Boor, A. Ron, N. Dyn, 1991 .

Metric Fourier Approximation of Set-Valued Functions of Bounded Variation pdf

Nira Dyn, Elza Farkhi, Elena E. Berdysheva, 2020, ArXiv.

The Metric Integral of Set-Valued Functions

N. Dyn, E. Farkhi, A. Mokhov, 2018 .

Metric approximation of set-valued functions of bounded variation

Nira Dyn, Elza Farkhi, Elena E. Berdysheva, 2019, J. Comput. Appl. Math..

Optimal distribution of knots for tensor-product spline approximation

Nira Dyn, N. Dyn, Itai Yad-Shalom, 1991 .

Methods Based on Metric Selections

Nira Dyn, Elza Farkhi, Alona Mokhov, 2014 .

A global approach to the refinement of manifold data

Nira Dyn, Nir Sharon, N. Dyn, 2014, Math. Comput..

Approximations of Set-Valued Functions by Metric Linear Operators

Nira Dyn, Elza Farkhi, Alona Mokhov, 2005, math/0506105.

Computation of the Metric Average of 2D Sets with Piecewise Linear Boundaries

Nira Dyn, Shay Kels, Evgeny Lipovetsky, 2010, Algorithms.

Approximation by Translates of a Radial Function

Nira Dyn, N. Dyn, 2007 .

Spline subdivision schemes for compact sets with metric averages

Nira Dyn, Elza Farkhi, N. Dyn, 2001 .

The Work of John Gregory, Rational Spline Interpolation, Subdivision Algorithms and C Polygonal Patches

Nira Dyn, N. Dyn, 1994, IMA Conference on the Mathematics of Surfaces.

Numerical Construction of Smooth Surfaces from Aggregated Data.

Nira Dyn, Warren E. Ferguson, W. Ferguson, 1980 .

The Numerical Solution of a Class of Constrained Minimization Problems.

W. Ferguson, N. Dyn, 1982 .

Cardinal translation invariant Tchebycheffian B-splines

A. Ron, N. Dyn, 1990 .

Subdivision for C 1 Surface Interpolation

D. Levin, N. Dyn, Sigalit Hed, 2022 .

A new method for the analysis of univariate non-uniform subdivision schemes

D. Levin, N. Dyn, Jungho Yoon, 2014 .

Open Problem: Existence of Hermite Interpolatory Subdivision Schemes with Arbitrary Large Smoothnesses

N. Dyn, 2001 .

Convergence analysis of corner cutting algorithms refining points and refining nets of functions

Nira Dyn, Lucia Romani, Costanza Conti, 2018, 1808.02833.

Blending Based Chaikin type Subdivision Schemes for Nets of Curves

N. Dyn, C. Conti, 2005 .

Non-stationary Subdivision Schemes: State of the Art and Perspectives

Nira Dyn, Costanza Conti, N. Dyn, 2021 .

Poly-scale refinability and subdivision

N. Dyn, S. Dekel, 2002 .

High-Order Approximation of Set-Valued Functions

N. Dyn, E. Farkhi, A. Mokhov, 2022, Constructive Approximation.

Non-stationary versions of fixed-point theory, with applications to fractals and subdivision

D. Levin, N. Dyn, Viswanathan Puthan Veedu, 2019, Journal of Fixed Point Theory and Applications.

Attractors of sequences of function systems and their relation to non-stationary subdivision

D. Levin, N. Dyn, Viswanathan Puthan Veedu, 2016, 1612.00630.

Uniform subdivision algorithms for curves and surfaces

D. Levin, N. Dyn, J. A. Gregory, 1988 .

Increasing the smoothness of vector and Hermite subdivision schemes

N. Dyn, Caroline Moosmuller, 2017, 1710.06560.

Attractors of trees of maps and of sequences of maps between spaces with applications to subdivision

D. Levin, N. Dyn, P. Massopust, 2019, Journal of Fixed Point Theory and Applications.

The convergence of manifold-valued subdivision schemes based on geodesic averaging

N. Dyn, N. Sharon, 2014 .

Normals of the butterfly subdivision scheme surfaces and their applications

D. Levin, N. Dyn, P. Shenkman, 1999 .

Normals of the butter y subdivision scheme surfaces and their applications

D. Levin, N. Dyn, P. Shenkman, 1999 .

Computational Harmonic Analysis Organizing Committee Conference Secretary General Information Lecture Theatres Foreign Currency Exchange Email/fax Sightseeing Trip Non-uniform Sampling and Reconstruction in Shift-invariant Spaces with Applications to Signal and Image Processing Multiwavelet Transfor

Say Song Goh, Ding-Xuan Zhou, W. Dahmen, 2022 .

Univariate subdivision schemes for noisy data

N. Dyn, K. Hormann, N. Sharon, 2013, 1307.2990.

Regularity of generalized Daubechies wavelets reproducing exponential polynomials with real-valued parameters

N. Dyn, 2017 .

Metric Fourier Approximation of Set-Valued Functions of Bounded Variation

N. Dyn, E. Farkhi, E. Berdysheva, 2020, Journal of Fourier Analysis and Applications.

Interpolation of Set-Valued Functions

D. Levin, N. Dyn, Qusay Muzaffar, 2022, ArXiv.

Approximations of Set-Valued Functions by Metric Linear Operators

N. Dyn, E. Farkhi, A. Mokhov, 2005, math/0506105.

Algorithms for the construction of data dependent triangulations

Nira Dyn, David Levin, Shmuel Rippa, 1990 .

Face value subdivision schemes on triangulations

Nira Dyn, David Levin, Jo Simoens, 2002 .

Acta Numerica 2002: Subdivision schemes in geometric modelling

Nira Dyn, David Levin, D. Levin, 2002 .

Multivariate compactly supported $C^\infty$ functions by subdivision

N. Dyn, M. Charina, C. Conti, 2022, 2211.05677.

Subdivision Schemes of Sets and the Approximation of Set-Valued Functions in the Symmetric Difference Metric

N. Dyn, Shay Kels, 2013, Foundations of Computational Mathematics.

The Metric Integral of Set-Valued Functions

N. Dyn, E. Farkhi, A. Mokhov, 2017, Set-Valued and Variational Analysis.

A butterfly subdivision scheme for surface interpolation with tension control

N. Dyn, J. A. Gregory, D. Levine, 1990, TOGS.

Multivariate polynomial interpolation on lower sets

Nira Dyn, Michael S. Floater, N. Dyn, 2014, J. Approx. Theory.

Low Bit-Rate Image Coding Using Adaptive Geometric Piecewise Polynomial Approximation

Nira Dyn, Shai Dekel, Roman Kazinnik, 2007, IEEE Transactions on Image Processing.

A 4-point interpolatory subdivision scheme for curve design

Nira Dyn, John A. Gregory, David Levin, 1987, Comput. Aided Geom. Des..

On the Estimation of Functions of Several Variables from Aggregated Data.

Nira Dyn, Grace Wahba, G. Wahba, 1982 .

Adaptive Thinning for Terrain Modelling and Image Compression

Nira Dyn, Armin Iske, Michael S. Floater, 2005, Advances in Multiresolution for Geometric Modelling.

Spline Subdivision Schemes for Compact Sets. A Survey

Nira Dyn, Elza Farkhi, N. Dyn, 2002 .

Bernstein-type approximation of set-valued functions in the symmetric difference metric

N. Dyn, Shay Kels, 2012, 1209.2502.

Local approximation by certain spaces of exponential polynomials, approximation order of exponential box splines, and related interpolation problems

A. Ron, N. Dyn, 1990 .

Boundary correction for piecewise linear interpolation defined over data-dependent triangulations

Nira Dyn, David Levin, Samuel Rippa, 1992 .

Multiresolution Analysis by Infinitely Differentiable Compactly Supported Functions

N. Dyn, A. Ron, A. Ron, 1995 .

Periodic exponential box splines on a three direction mesh

A. Ron, N. Dyn, 1989 .

Periodic Exponential Box Splines on Direction Mes

N. Dyn, 1989 .

On the convergence rates of subdivision algorithms for box spline surfaces

Nira Dyn, Wolfgang Dahmen, David Levin, 1985 .

On the error in transfinite interpolation by low-rank functions

Nira Dyn, Bert Jüttler, Dominik Mokriš, 2020, J. Approx. Theory.

Extending editing capabilities of subdivision schemes by refinement of point-normal pairs

Nira Dyn, Evgeny Lipovetsky, N. Dyn, 2019, Comput. Aided Des..

On the existence of Hermite-Birkhoff quadrature formulas of Gaussian type☆

N. Dyn, 1981 .

An efficient algorithm for the computation of the metric average of two intersecting convex polygons, with application to morphing

Nira Dyn, Evgeny Lipovetsky, N. Dyn, 2007, Adv. Comput. Math..

Existence of Gaussian quadrature formulas for Birkhoff type data

N. Dyn, K. Jetter, 1989 .

Polynomial reproduction by symmetric subdivision schemes

Nira Dyn, Zuowei Shen, Malcolm A. Sabin, 2008, J. Approx. Theory.

Geometrically Controlled 4-Point Interpolatory Schemes

Nira Dyn, David Levin, Martin Marinov, 2005, Advances in Multiresolution for Geometric Modelling.

Quasilinear subdivision schemes with applications to ENO interpolation

A. Cohen, N. Dyn, Basarab Matei, 2003 .

Analytic Functions in Local Shift-Invariant Spaces and Analytic Limits of Level Dependent Subdivision pdf

Nira Dyn, Maria Charina, Vladimir Yu. Protasov, 2019, Journal of Fourier Analysis and Applications.

Non-uniform interpolatory subdivision schemes with improved smoothness

N. Dyn, K. Hormann, C. Mancinelli, 2022, Comput. Aided Geom. Des..

Univariate subdivision schemes for noisy data with geometric applications

Nira Dyn, Nir Sharon, Kai Hormann, 2015, Comput. Aided Geom. Des..

Geometric conditions for tangent continuity of interpolatory planar subdivision curves

Nira Dyn, Kai Hormann, N. Dyn, 2012, Comput. Aided Geom. Des..

Bivariate interpolation based on univariate subdivision schemes

Nira Dyn, Nir Sharon, N. Dyn, 2012, J. Approx. Theory.

Properties of dual pseudo-splines

Nira Dyn, Bin Dong, Kai Hormann, 2010 .

Four-point curve subdivision based on iterated chordal and centripetal parameterizations

Nira Dyn, Kai Hormann, Michael S. Floater, 2009, Comput. Aided Geom. Des..

Exponentials Reproducing Subdivision Schemes

Nira Dyn, David Levin, Ariel Luzzatto, 2003, Found. Comput. Math..

Interpolatory Subdivision Schemes

Nira Dyn, N. Dyn, 2002, Tutorials on Multiresolution in Geometric Modelling.

Convexity preservation of the four-point interpolatory subdivision scheme

Nira Dyn, David Levin, Ruud van Damme, 1999, Comput. Aided Geom. Des..

Interpolatory convexity-preserving subdivision schemes for curves and surfaces

Nira Dyn, David Levin, Dingyuan Liu, 1992, Comput. Aided Des..

Piecewise Uniform Subdivision Schemes

Nira Dyn, John A. Gregory, David Levin, 1991 .

Using parameters to increase smoothness of curves and surfaces generated by subdivision

Nira Dyn, David Levin, Charles A. Micchelli, 1990, Comput. Aided Geom. Des..

Perfect splines of minimum norm for monotone norms and norms induced by inner products, with applications to tensor product approximations and n-widths of integral operators

Nira Dyn, N. Dyn, 1983 .

Positive powers of certain conditionally negative definite matrices

Nira Dyn, Tim N. T. Goodman, Charles A. Micchelli, 1986 .

Multiresolution Schemes on Triangles for Scalar Conservation Laws

Nira Dyn, Albert Cohen, Sidi Mahmoud Kaber, 2000 .

On the uniqueness of generalized monosplines of least Lp-norm

D. Braess, N. Dyn, 1986 .

Adaptive Approximation of Curves

Nira Dyn, Wolfgang Dahmen, Ronald A. DeVore, 2004 .

Image compression by linear splines over adaptive triangulations

Nira Dyn, Armin Iske, Laurent Demaret, 2006, Signal Process..

Piecewise polynomial spaces and geometric continuity of curves

Nira Dyn, Charles A. Micchelli, C. Micchelli, 1989 .

ON LOCALLY SUPPORTED BASIS FUNCTIONS FOR THE REPRESENTATION OF GEOMETRICALLY CONTINUOUS CURVES

Nira Dyn, Alan Edelman, Charles A. Micchelli, 1987 .

Convergence analysis of corner cutting algorithms refining nets of functions

Nira Dyn, Lucia Romani, Costanza Conti, 2020, Math. Comput. Simul..

Generating surfaces by refinement of curves

Nira Dyn, Uri Itai, N. Dyn, 2012 .

Image Warping by Radial Basis Functions: Application to Facial Expressions

Nira Dyn, Yehezkel Yeshurun, Nur Arad, 1994, CVGIP Graph. Model. Image Process..

Radial basis function approximation : from gridded centers to scattered centers

N. Dyn, A. Ron, A. Ron, 2022 .

On the uniqueness of monosplines and perfect splines of leastL1-andL2-norm

Dietrich Braess, N. Dyn, D. Braess, 1982 .

Attractors of trees of maps and of sequences of maps between spaces with applications to subdivision

D. Levin, N. Dyn, P. Massopust, 2019, Journal of Fixed Point Theory and Applications.

Non-stationary versions of fixed-point theory, with applications to fractals and subdivision

N. Dyn, Viswanathan Puthan Veedu, David Levin, 2019, Journal of Fixed Point Theory and Applications.

Continuity of the Birkhoff Interpolation

George G. Lorentz, N. Dyn, Sherman Riemenschneider, 1982 .

Low Bit-Rate Image Coding Using Adaptive Geometric Piecewise Polynomial Approximation

N. Dyn, S. Dekel, Roman Kazinnik, 2007, IEEE Transactions on Image Processing.

Two Algorithms for Approximation in Highly Complicated Planar Domains

Nira Dyn, Roman Kazinnik, N. Dyn, 2007 .

Low Bit-rate Image Coding Using Adaptive Geometric Piecewise Polynomial Approximation

N. Dyn, S. Dekel, Roman Kazinnik, 2022 .

Interpolation of scattered Data by radial Functions

Nira Dyn, N. Dyn, 1987, Topics in Multivariate Approximation.

Univariate subdivision and multi-scale transforms: The nonlinear case

Nira Dyn, Peter Oswald, N. Dyn, 2009 .

Regularity of generalized Daubechies wavelets reproducing exponential polynomials

N. Dyn, O. Kounchev, H. Render, 2012, 1210.7938.

A Construction of Biorthogonal Functions to B-Splines with Multiple Knots

N. Dyn, N. Dyn, 2000 .

Applied and Computational Harmonic Analysis Regularity of Generalized Daubechies Wavelets Reproducing Exponential Polynomials with Real-valued Parameters

N. Dyn, O. Kounchev, H. Render, 2022 .

Piecewise L-splines of order 4: Interpolation and L2 error bounds for splines in tension

Nira Dyn, David Levin, Ziv Ayalon, 2009, J. Approx. Theory.

Multivariate compactly supported C∞ functions by subdivision

N. Dyn, M. Charina, C. Conti, 2022, SSRN Electronic Journal.

Image Warping by Radial Basis Functions: Application to Facial Expressions

D. Reisfeld, Y. Yeshurun, N. Dyn, 1994, CVGIP Graph. Model. Image Process..

Decompositions of trigonometric polynomials with applications to multivariate subdivision schemes

Nira Dyn, Maria Skopina, N. Dyn, 2009, Adv. Comput. Math..

Adaptive thinning of centers for approximation of a large data set by radial functions

Nira Dyn, Pavel Kozlov, N. Dyn, 2015, J. Approx. Theory.

Manifold-valued subdivision schemes based on geodesic inductive averaging

Nira Dyn, Nir Sharon, N. Dyn, 2014, J. Comput. Appl. Math..

The convergence of manifold-valued subdivision schemes based on geodesic averaging

N. Dyn, N. Sharon, 2014 .

Reconstruction of 3D objects from 2D cross-sections with the 4-point subdivision scheme adapted to sets

Nira Dyn, Shay Kels, N. Dyn, 2011, Comput. Graph..

Approximation of Univariate Set-Valued Functions - an Overview

N. Dyn, E. Farkhi, A. Mokhov, 2007 .

On the characterization of non-negative volume-matching surface splines

Nira Dyn, Wing Hung Wong, W. Wong, 1987 .

Prediction of linear and non-linear responses of MGB neurons by system identification methods.

N. Dyn, Y. Yeshurun, Z. Wollberg, 1989, Bulletin of mathematical biology.

A New Method for the Analysis of Univariate Nonuniform Subdivision Schemes

Nira Dyn, David Levin, Jungho Yoon, 2014 .

A New Method for the Analysis of Univariate Nonuniform Subdivision Schemes

N. Dyn, Jungho Yoon, D. Levin, 2014, Constructive Approximation.

Multivariate polynomial interpolation on lower sets

N. Dyn, M. Floater, 2014, J. Approx. Theory.

Convergence and C1 analysis of subdivision schemes on manifolds by proximity

Nira Dyn, Johannes Wallner, N. Dyn, 2005, Comput. Aided Geom. Des..

Title: " Image Compression by Linear Splines over Adaptive Triangulations " Image Compression by Linear Splines over Adaptive Triangulations

N. Dyn, L. Demaret, Zusammenfassung Dieser, 2022 .