Friedrich Pillichshammer

Friedrich  Pillichshammer

Johannes Kepler Universität Linz

H-index: 28

Europe-Austria

About Friedrich Pillichshammer

Friedrich Pillichshammer, With an exceptional h-index of 28 and a recent h-index of 17 (since 2020), a distinguished researcher at Johannes Kepler Universität Linz, specializes in the field of Mathematik.

His recent articles reflect a diverse array of research interests and contributions to the field:

Intractability results for integration in tensor product spaces

The -discrepancy for finite suffers from the curse of dimensionality

Remarks on finite and infinite time-horizon optimal control problems

Tractability of L2-approximation and integration in weighted Hermite spaces of finite smoothness

Grid-based decimation for wavelet transforms with stably invertible implementation

Bernstein approximation and beyond: proofs by means of elementary probability theory

The BMO-discrepancy suffers from the curse of dimensionality

Quasi-Monte Carlo methods for mixture distributions and approximated distributions via piecewise linear interpolation

Friedrich Pillichshammer Information

University

Position

___

Citations(all)

3430

Citations(since 2020)

1331

Cited By

2783

hIndex(all)

28

hIndex(since 2020)

17

i10Index(all)

71

i10Index(since 2020)

27

Email

University Profile Page

Johannes Kepler Universität Linz

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Friedrich Pillichshammer Skills & Research Interests

Mathematik

Top articles of Friedrich Pillichshammer

Title

Journal

Author(s)

Publication Date

Intractability results for integration in tensor product spaces

arXiv preprint arXiv:2404.17163

Erich Novak

Friedrich Pillichshammer

2024/4/26

The -discrepancy for finite suffers from the curse of dimensionality

arXiv preprint arXiv:2403.07961

Erich Novak

Friedrich Pillichshammer

2024/3/12

Remarks on finite and infinite time-horizon optimal control problems

Systems & Control Letters

Sérgio S Rodrigues

2023/2/1

Tractability of L2-approximation and integration in weighted Hermite spaces of finite smoothness

Journal of Complexity

Gunther Leobacher

Friedrich Pillichshammer

Adrian Ebert

2023/10/1

Grid-based decimation for wavelet transforms with stably invertible implementation

IEEE/ACM Transactions on Audio, Speech, and Language Processing

Nicki Holighaus

Günther Koliander

Clara Hollomey

Friedrich Pillichshammer

2023/1/13

Bernstein approximation and beyond: proofs by means of elementary probability theory

arXiv preprint arXiv:2307.11533

Tiangang Cui

Friedrich Pillichshammer

2023/7/21

The BMO-discrepancy suffers from the curse of dimensionality

Journal of Complexity

Friedrich Pillichshammer

2023/6/1

Quasi-Monte Carlo methods for mixture distributions and approximated distributions via piecewise linear interpolation

arXiv preprint arXiv:2304.14786

Tiangang Cui

Josef Dick

Friedrich Pillichshammer

2023/4/28

Optimal periodic L2-discrepancy and diaphony bounds for higher order digital sequences

Acta Mathematica Hungarica

Friedrich Pillichshammer

2023/2

The curse of dimensionality for the Lp-discrepancy with finite p

Journal of Complexity

Erich Novak

Friedrich Pillichshammer

2023/12/1

Integration of Analytic Functions

Josef Dick

Peter Kritzer

Friedrich Pillichshammer

2022/7/24

Integration with Respect to Probability Measures

Josef Dick

Peter Kritzer

Friedrich Pillichshammer

2022/7/24

Constructions of Lattice Rules

Josef Dick

Peter Kritzer

Friedrich Pillichshammer

2022/7/24

Multiple Rank-1 Lattice Point Sets

Josef Dick

Peter Kritzer

Friedrich Pillichshammer

2022/7/24

Modified Construction Schemes

Josef Dick

Peter Kritzer

Friedrich Pillichshammer

2022/7/24

Stability of Lattice Rules

Josef Dick

Peter Kritzer

Friedrich Pillichshammer

2022/7/24

Exact order of extreme discrepancy of infinite sequences in arbitrary dimension

Archiv der Mathematik

Ralph Kritzinger

Friedrich Pillichshammer

2022/2

Lattice Rules for Nonperiodic Integrands

Josef Dick

Peter Kritzer

Friedrich Pillichshammer

2022/7/24

Discrepancy of Lattice Point Sets

Josef Dick

Peter Kritzer

Friedrich Pillichshammer

2022/7/24

Tractability of approximation in the weighted Korobov space in the worst-case setting

Adrian Ebert

Peter Kritzer

Friedrich Pillichshammer

2022/12/1

See List of Professors in Friedrich Pillichshammer University(Johannes Kepler Universität Linz)

Co-Authors

H-index: 34
Michael Drmota

Michael Drmota

Technische Universität Wien

H-index: 33
Robert Tichy

Robert Tichy

Technische Universität Graz

H-index: 24
Shu Tezuka

Shu Tezuka

Kyushu University

H-index: 24
Stefan Steinerberger

Stefan Steinerberger

University of Washington

H-index: 22
Mario Ullrich

Mario Ullrich

Johannes Kepler Universität Linz

H-index: 21
Dirk Nuyens

Dirk Nuyens

Katholieke Universiteit Leuven

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