David Preiss

发表

Note on decomposition of spheres in Hilbert spaces

Vojtech Rödl, David Preiss, V. Rödl, 1986, J. Comb. Theory, Ser. A.

Chapter Fourteen: Unavoidable porous sets and nondifferentiable maps

Joram Lindenstrauss, David Preiss, Jaroslav Ti¿er, 2012 .

A set of positive Gaussian measure with uniformly zero density everywhere.

David Preiss, Elena Riss, Jaroslav Tišer, 2021, Journal of the European Mathematical Society.

Lipschitz image of a measure-null set can have a null complement

Joram Lindenstrauss, David Preiss, E. Matoušková, 2000 .

Invalid Vitali theorems

David Preiss, 1979 .

A Simple Proof of Zahorski’s Description of Non-Differentiability Sets of Lipschitz Functions

David Preiss, Thomas Fowler, 2009 .

Differentiability of Lipschitz functions on Banach spaces

David Preiss, D. Preiss, 1990 .

Porosity, σ-porosity and measures

David Preiss, D. Preiss, M. Morán, 2003 .

GEOMETRIC NONLINEAR FUNCTIONAL ANALYSIS, Volume 1 (American Mathematical Society Colloquium Publications 48) By Y OAV B ENYAMINI and J ORAM L INDENSTRAUSS : 488 pp., US$65.00, ISBN 0-8218-0835-4 (American Mathematical Society, Providence, RI, 2000).

David Preiss, 2001 .

FRECHET DIFFERENTIATION OF CONVEX FUNCTIONS IN A BANACH SPACE WITH A SEPARABLE DUAL

Luděk Zajíček, David Preiss, D. Preiss, 1984 .

Smooth Banach spaces, weak asplund spaces and monotone or usco mappings

I. Namioka, David Preiss, R. R. Phelps, 1990 .

A Constructive Minimal Integral which Includes Lebesgue Integrable Functions and Derivatives

L. Di Piazza, David Preiss, B. Bongiorno, 2000 .

On intermediate differentiability of Lipschitz functions on certain Banach spaces

David Preiss, Marián Fabian, 1991 .

The convex generation of convex Borel sets in Banach spaces

David Preiss, 1973 .

Fréchet differentiability of Lipschitz functions via a variational principle

Joram Lindenstrauss, David Preiss, Jaroslav Tišer, 2010 .

Lusin’s theorem for derivatives with respect to a continuous function

David Preiss, Vincenzo Aversa, 1999 .

On the existence of subsets of finite positive packing measure

David Preiss, D. Preiss, H. Joyce, 1995 .

Differentiability of Lipschitz functions, structure of null sets, and other problems

Giovanni Alberti, Marianna Csörnyei, David Preiss, 2011 .

Denjoy-Young-Saks Theorem for Approximate Derivatives Revisited

Giovanni Alberti, Miklós Laczkovich, Marianna Csörnyei, 2000 .

Orthogonal Transition Kernels

R. Daniel Mauldin, David Preiss, D. Preiss, 1983 .

A generalization of the interior mapping theorem of Clarke and Pourciau

David Preiss, Marián Fabian, M. Fabian, 1987 .

Affine Approximation of Lipschitz Functions and Nonlinear Quotients

Gideon Schechtman, William B. Johnson, Joram Lindenstrauss, 1999 .

Gateaux differentiable functions are somewhere Frechet differentiable

David Preiss, D. Preiss, 1984 .

Cluster expansion for abstract polymer models

David Preiss, D. Preiss, Roman Kotecký, 1986 .

Geometry of measures in $\mathbf{R}^n$: Distribution, rectifiability, and densities

David Preiss, D. Preiss, 1987 .

Differentiation of measures on Hilbert spaces

David Preiss, Jaroslav Tišer, 1982 .

On Fréchet differentiability of Lipschitz maps between Banach spaces

Joram Lindenstrauss, David Preiss, J. Lindenstrauss, 2004, math/0402160.