Wyniki wyszukiwania dla: DOLD SEQUENCES

• Dold sequences, periodic points, and dynamics

  Publikacja

  • J. Byszewski
  • G. Graff
  • T. Ward

  - BULLETIN OF THE LONDON MATHEMATICAL SOCIETY - Rok 2021

  In this survey we describe how the so-called Dold congruence arises in topology, and how it relates to periodic point counting in dynamical systems.

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• Generalized Dold sequences on partially-ordered sets

  Publikacja

  • G. Graff
  • J. Gulgowski
  • M. Lebiedź

  - ELECTRONIC JOURNAL OF COMBINATORICS - Rok 2022

  Dold sequences constitute an important class of integer sequences that play an important role in combinatorics, number theory, topology and dynamical systems. We generalize the notion of Dold sequence for the case of partially ordered sets and describe their properties. In particular we give two alternative descriptions of generalized Dold sequences: by some class of elementary sequences as well as by different...

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• Journal of Integer Sequences

  Czasopisma

  ISSN: 1530-7638

• DNA SEQUENCE

  Czasopisma

  ISSN: 1042-5179

• On sequences of the white noises

  Publikacja

  • M. Beśka
  • Z. Ciesielski

  - PROBABILITY AND MATHEMATICAL STATISTICS - Rok 2006

  Podano dowód mocnego prawa wielkich liczb dla funkcjonałów gaussowskich.

• The Conley index and spectral sequences

  Publikacja

  • P. Bartłomiejczyk

  - Topological Methods in Nonlinear Analysis - Rok 2005

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• Review and evaluation of cold recycling with bitumen emulsion and cement for rehabilitation of old pavements

  Publikacja

  • B. Dołżycki
  • P. Jaskuła

  - Journal of Traffic and Transportation Engineering - Rok 2019

  The article presents Polish experience with cold recycling of asphalt pavements with theusage of bituminous emulsion and cement. In the 1990s numerous roads in Polandrequired immediate reinforcement due to their significant degradation. Implementation ofthe cold recycling technology was one of the solutions to this problem. Cold recycledmixtures containebeside the recycled asphalt pavement and aggregateetwo differenttypes of binding...

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• Spectral sequences and detailed connection matrices

  Publikacja

  • P. Bartłomiejczyk

  - Topological Methods in Nonlinear Analysis - Rok 2009

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• Generating sequences of Lefschetz numbers of iterates

  Publikacja

  • G. Graff
  • M. Lebiedź
  • P. Nowak-Przygodzki

  - MONATSHEFTE FUR MATHEMATIK - Rok 2019

  Du, Huang and Li showed in 2003 that the class of Dold–Fermat sequences coincides with the class of Newton sequences, which are defined in terms of socalled generating sequences. The sequences of Lefschetz numbers of iterates form an important subclass of Dold–Fermat (thus also Newton) sequences. In this paper we characterize generating sequences of Lefschetz numbers of iterates.

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• Recent Advances in DNA and Gene Sequences

  Czasopisma

  ISSN: 2352-0922