Search results for: GESTA ORBITA

• Le masque au théâtre CRICOT1 : du geste pictural au geste « opératoire »

  Publication

  • J. Bodzińska-Bobkowska

  - Cahiers ERTA - Year 2022

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• Orbital

  Journals

  ISSN: 1231-2002

• ORBIT-AN INTERNATIONAL JOURNAL ON ORBITAL DISORDERS AND FACIAL RECONSTRUCTIVE SURGERY

  Journals

  ISSN: 0167-6830 , eISSN: 1744-5108

• Successive orbital ordering transitions in NaVO2

  Publication

  • T. Mcqueen
  • P. Stephens
  • Q. Huang
  • T. Klimczuk
  • F. Ronning
  • R. J. Cava

  - PHYSICAL REVIEW LETTERS - Year 2008

  Pomiary właściwości fizycznych NaVO2, który charakteryzuje się trójkątną siecią krystalograficzną, pokazują dwa przejścia typu orbitalnego. W temperaturze 98 K w systemie wystepuje przejście drugiego rodzaju. Natomiast poniżej 93 K obserwowane jest przejście pierwszego rodzaju.

• Successive Orbital Ordering Transitions inNaVO2

  Publication

  • T. McQueen
  • P. Stephens
  • Q. Huang
  • T. Klimczuk
  • F. Ronning
  • R. Cava
  • T. Klimczuk

  - PHYSICAL REVIEW LETTERS - Year 2008

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• Posttraumatic Orbital Emphysema: A Numerical Model

  Publication

  • A. Skorek
  • P. Kłosowski
  • Ł. Plichta
  • D. Raczyńska
  • M. A. Zmuda Trzebiatowski
  • P. Lemski

  - Journal of Ophthalmology - Year 2014

  Orbital emphysema is a common symptom accompanying orbital fracture. The pathomechanism is still not recognized and the usually assumed cause, elevated pressure in the upper airways connected with sneezing or coughing, does not always contribute to the occurrence of this type of fracture. Observations based on the finite model (simulating blowout type fracture) of the deformations of the inferior orbital wall after a strike in...

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• Orbit (Cambridge)

  Journals

  eISSN: 2398-6786

• Fixed orbit index for equivariant maps

  Publication

  • Z. Dzedzej

  - NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS - Year 2001

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• The Symmetry of GPS Orbit Ascending Nodes

  Publication

  • P. S. Dąbrowski

  - Remote Sensing - Year 2021

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• Rigorous numerics for critical orbits in the quadratic family

  Publication

  • A. Golmakani
  • C. E. Koudjinan
  • S. Luzzatto
  • P. Pilarczyk

  - CHAOS - Year 2020

  We develop algorithms and techniques to compute rigorous bounds for finite pieces of orbits of the critical points, for intervals of parameter values, in the quadratic family of one-dimensional maps fa(x)=a−x2. We illustrate the effectiveness of our approach by constructing a dynamically defined partition P of the parameter interval Ω=[1.4,2] into almost 4 million subintervals, for each of which we compute to high precision the...

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