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Просмотр по автору "Katz D."

Просмотр по автору "Katz D."

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  • Bruntt H.; Bikmaev I.; Catala C.; Solano E.; Gillon M.; Magain P.; Van't Veer-Menneret C.; Stütz C.; Weiss W.; Ballereau D.; Bouret J.; Charpinet S.; Hua T.; Katz D.; Lignières F.; Lueftinger T. (2004)
    One of the goals of the ground-based support program for the COROT and MONS/RØMER satellite missions is to characterize suitable target stars for the part of the missions dedicated to asteroseismology. We present the ...
  • Kats B.; Katz D. (2019)
    © 2019, Springer-Verlag GmbH Austria, part of Springer Nature. The Cauchy type integral over curve Γ is traditional tool for solving of boundary-value problems of complex analysis. But it can diverge if length of the curve ...
  • Kats B.; Katz D. (2019)
    © 2019 John Wiley & Sons, Ltd. We study a generalization of the concept of curvilinear integral for the case where path of integration is nonrectifiable, and integrand has discontinuities. Then we apply that integrals ...
  • Livshits S.; Yudina N.; Novikova O.; Katz D.; Nagornov V. (2019)
    © The Authors, published by EDP Sciences. We obtain the dependence of the relative temperature of a rheologically complex medium depending on the distance to the center of the cylinder. The conditions of spontaneous ...
  • Garifyanov F.; Kats B.; Katz D. (2015)
    © 2015, Pleiades Publishing, Ltd. The known results on the doubly periodic Riemann boundary value problem concern the case of piecewise-smooth contours. In the present paper we study it for non-rectifiable curves in terms ...
  • Wyrzykowski; Mróz P.; Rybicki K.A.; Gromadzki M.; Kołaczkowski Z.; Zieliński M.; Zieliński P.; Britavskiy N.; Gomboc A.; Sokolovsky K.; Hodgkin S.T.; Abe L.; Aldi G.F.; Almannaei A.; Altavilla G.; Al Qasim A.; Anupama G.C.; Awiphan S.; Bachelet E.; Baklş V.; Baker S.; Bartlett S.; Bendjoya P.; Benson K.; Bikmaev I.F.; Birenbaum G.; Blagorodnova N.; Blanco-Cuaresma S.; Boeva S.; Bonanos A.Z.; Bozza V.; Bramich D.M.; Bruni I.; Burenin R.A.; Burgaz U.; Butterley T.; Caines H.E.; Caton D.B.; Calchi Novati S.; Carrasco J.M.; Cassan A.; Epas V.; Cropper M.; Chruślińska M.; Clementini G.; Clerici A.; Conti D.; Conti M.; Cross S.; Cusano F.; Damljanovic G.; Dapergolas A.; D'Ago G.; De Bruijne J.H.J.; Dennefeld M.; Dhillon V.S.; Dominik M.; Dziedzic J.; Erece O.; Eselevich M.V.; Esenoglu H.; Eyer L.; Figuera Jaimes R.; Fossey S.J.; Galeev A.I.; Grebenev S.A.; Gupta A.C.; Gutaev A.G.; Hallakoun N.; Hamanowicz A.; Han C.; Handzlik B.; Haislip J.B.; Hanlon L.; Hardy L.K.; Harrison D.L.; Van Heerden H.J.; Hoette V.L.; Horne K.; Hudec R.; Hundertmark M.; Ihanec N.; Irtuganov E.N.; Itoh R.; Iwanek P.; Jovanovic M.D.; Janulis R.; Jelínek M.; Jensen E.; Kaczmarek Z.; Katz D.; Khamitov I.M.; Kilic Y.; Klencki J.; Kolb U.; Kopacki G.; Kouprianov V.V.; Kruszyńska K.; Kurowski S.; Latev G. (2020)
    © ESO 2020. Gaia16aye was a binary microlensing event discovered in the direction towards the northern Galactic disc and was one of the first microlensing events detected and alerted to by the Gaia space mission. Its light ...
  • Kats B.; Katz D. (2019)
    © 2019, Pleiades Publishing, Ltd. We study a generalized contour integral along a nonrectifiable path and its applications.
  • Katz D.; Kats B. (2017)
    © 2017 John Wiley & Sons, Ltd.We consider interactions of smooth and discontinuous germs as generalized integrations over non-rectifiable paths with applications in theory of boundary value problems of complex analysis.
  • Katz D.; Kats B. (2017)
    © 2017, Pleiades Publishing, Ltd.We solve a boundary value problem on non-rectifiable contours for differentiable functions, and show that it gives us a tool for solving a number of problems for analytical and generalized ...
  • Kats B.; Katz D. (2016)
    Copyright © 2015 John Wiley & Sons, Ltd.We introduce and study certain distributions generalizing the operation of curvilinear integration for the case where the path of integration is not rectifiable. Then we apply that ...
  • Katz D. (2017)
    © 2017, Allerton Press, Inc.Marcinkiewicz exponents that were introduced by the author before are applied here to solving boundary-value jump problem on non-rectifiable curve for one special case of the Beltrami equation.
  • Yudina N.; Dunaeva T.; Livshits S.; Katz D.; Enikeeva S.; Nikolaeva E. (2019)
    © 2019 IOP Publishing Ltd. The paper analyzes the structure of the energy balance of the Russian Federation for power systems, draws conclusions on the impact of HPPs in the structure of electricity generation on the price ...
  • Katz D.; Kats B. (2017)
    © 2016 Informa UK Limited, trading as Taylor & Francis Group.We solve the Riemann boundary value problem for holomorphic functions on a periodic non-rectifiable curve. Probably, this is the first study of the Riemann problem ...
  • Katz D. (2019)
    © 2019, Springer Nature Switzerland AG. The author investigates the dependence of solvability of homogeneous Riemann boundary-value problem on arcs on a spectral parameter.
  • Katz D. (2019)
    © 2019, Pleiades Publishing, Ltd. We investigate some new results on integration over non-rectifiable archs and curves. The special focus is on archs with significant singularities on its ends like spirals, including ones ...

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