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    Article

    Berry–Esseen Bounds and Diophantine Approximation

    Let S N , N = 1, 2,... be a random walk on the integers, let α be an irrational number and let Z N = {S N α>}...

    I. Berkes, B. Borda in Analysis Mathematica (2018)

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    Article

    A metric discrepancy result with given speed

    It is known that the discrepancy \({D_N\{kx\}}\) ...

    I. Berkes, K. Fukuyama, T. Nishimura in Acta Mathematica Hungarica (2017)

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    Article

    On the law of the iterated logarithm for permuted lacunary sequences

    It is known that for any smooth periodic function f the sequence (f(2 k x)) k≥1 behaves like a sequence of i.i.d. random variables; for example...

    C. Aistleitner, I. Berkes, R. Tichy in Proceedings of the Steklov Institute of Mathematics (2012)

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    Article

    Changes in joint position sense after conservatively treated chronic lateral ankle instability

    Improvement of ankle proprioception through physiotherapy (a.k.a. proprioceptive training) is a widely accepted conservative treatment modality of chronic functional lateral ankle instability. Clinical studies...

    Á. Kynsburg, T. Halasi, A. Tállay, I. Berkes in Knee Surgery, Sports Traumatology, Arthros… (2006)

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    Article

    A Weighted Goodness-of-Fit Test for GARCH(1,1) Specification

    Suppose that \(\hat r_n \) (j) is the lag-j autocorrelation of the squared residuals computed from a realization of ...

    I. Berkes, L. Horváth, P. Kokoszka in Lithuanian Mathematical Journal (2004)

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    Article

    Alpha-anisotropy studies of near spherical nuclei at ISOLDE

    An extensive on-line nuclear orientation study of the angular distribution in favoured α-decay of Bi, At and Rn nuclei near the Z=82 and N=126 shell closures, performed at ISOLDE is presented. Surprisingly lar...

    P. Schuurmans, I. Berkes, P. Herzog, N. Severijns in Hyperfine Interactions (2000)

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    Article

    Strong Laws for L p -Norms of Empirical and Related Processes

    We obtain lim sup and lim inf results for the L p -norms (1 ≤ p < ∞) of empirical and quantile processes. We prove these results combining theorems for sums of Banach space valu...

    I. Berkes, L. Horváth, Qui-Man Shao, J. Steinebach in Periodica Mathematica Hungarica (2000)

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    Chapter

    Epidemiologie des patellofemoralen Schmerzsyndroms bei Sportlern und in der Normalbevölkerung

    Das patellofemorale Schmerzsyndrom zählt bei der jungen Bevölkerungs gruppe weltweit zu dem häufigsten Problem im Knieglenksbereich.

    I. Berkes, P. Hidas in Das patellofemorale Schmerzsyndrom (2000)

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    Article

    Vordere Kreuzbandruptur bei Sportlern

    P. Hidas, A. Pavlik, I. Berkes, T. Halasi in Arthroskopie (1998)

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    Article

    Surgical treatment of pectoralis major rupture in athletes

    Complete rupture of the pectoralis major muscle, first described by Patissier in 1822, is a rare sports injury. Less than 100 cases have been reported in the literature since 1822. In this study, we describe ...

    A. Pavlik, D. Csépai, I. Berkes in Knee Surgery, Sports Traumatology, Arthroscopy (1998)

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    Article

    The angular distributions of α-particles emitted by oriented nuclei and their relation to nuclear structure and deformation

    α-particle angular distribution data from an extensive on-line nuclear orientation study of the favoured decay of nearly spherical, neutron deficient At and Rn nuclei near N=126, as well as of deformed Fr and ...

    P. Schuurmans, B. Will, I. Berkes, J. Camps in Zeitschrift für Physik A Hadrons and nuclei (1997)

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    Article

    Lacunary sequences and conditional independence

    I. Berkes in Acta Mathematica Hungarica (1995)

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    Article

    On the almost sure (a.s.) central limit theorem for random variables with infinite variance

    We give criteria for a sequence (X n ) of i.i.d.r.v.'s to satisfy the a.s. central limit theorem, i.e., ...

    I. Berkes, H. Dehling in Journal of Theoretical Probability (1994)

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    Article

    Nuclear orientation of125I in n-Si and p-Si using defect induced electric field gradients

    Defect induced electric field gradients were generated by ion implantation of125I in highly B-doped p-Si and P-doped n-Si. The resulting low temperature nuclear orientation at the parent125I state was detected by

    H. Bemelmans, I. Berkes, G. Langouche in Hyperfine Interactions (1993)

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    Article

    Study of short-lived bromine isotopes

    First experiments in the systematic study of the structure of ground states and isomeric states of Br isotopes as function of neutron number at ISOLDE, CERN are reported. The isotopes74g.74m,77,78,84g,84mBr have ...

    J. Prinz, I. Berkes, P. Herzog, B. Hlimi, M. De Jesus, M. Massaq in Hyperfine Interactions (1992)

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    Article

    Hyperfine magnetic field of Zn in iron

    Precise hyperfine field value of zinc in iron has been determined by nuclear magnetic resonance on oriented nuclei (NMR/ON): Bhf (ZnFe)=−18.785 (35) T at 7 mK. The relaxation constant of Zn in iron is established...

    I. Berkes, M. De Jesus, B. Hlimi, M. Massaq, E. H. Sayouty in Hyperfine Interactions (1992)

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    Article

    Nuclear moments around the Z=40 shell closure:91mY,95Zr and97Nb

    Magnetic moments around the Z=40 shell closure have been established using nuclear magnetic resonance on oriented nuclei (NMR/ON) in iron. From the resonance frequencies we established |μ(91Y;9/2+)|=5.96(6)μN, |μ...

    I. Berkes, M. De Jesus, B. Hlimi, M. Massaq, E. H. Sayouty in Hyperfine Interactions (1992)

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    Article

    Time-resolved and time-integral on-line nuclear orientation measurements of neutron-deficient Hg−Au−Pt−Ir nuclei

    The methods of time-resolved and time-integral on-line nuclear orientation have been applied to study short lived nuclei with the NICOLE facility (Nuclear Implantation into Cold On-Line Equipment) at ISOLDE-3 ...

    I. Romanski, I. Berkes, D. E. Brown, M. De Jesus, R. Eder in Hyperfine Interactions (1992)

  19. No Access

    Article

    A note on Lacunary trigonometric series

    I. Berkes in Acta Mathematica Hungarica (1991)

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    Article

    Irregular lil behaviour of lacunary trigonometric series

    I. Berkes in Periodica Mathematica Hungarica (1990)

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