ÈÑÒÈÍÀ

Recke L.

Ñîàâòîðû: Íåôåäîâ Í.Í., Áóòóçîâ Â.Ô., Schnieder K.R., Schneider K., Íèêèòèí À.Ã., Omel?chenko O.E.

19 ñòàòåé, 1 äîêëàä íà êîíôåðåíöèè, 2 òåçèñîâ äîêëàäîâ

Êîëè÷åñòâî öèòèðîâàíèé ñòàòåé â æóðíàëàõ ïî äàííûì Web of Science: 16, Scopus: 14

IstinaResearcherID (IRID): 556840

Äåÿòåëüíîñòü ñòèëü:  îáû÷íûé | ÃÎÑÒ | plain | abbrv | acm | alpha | amsalpha | amsplain | apalike | ieeetr | siam

• Ñòàòüè â æóðíàëàõ

  • 
    • 2014 Periodic Solutions with a Boundary Layerof Reaction?Diffusion Equations with SingularlyPerturbed Neumann Boundary Conditions
    • Butuzov V.F., Nefedov N.N., Recke L., Schneider K.R.
    • â æóðíàëå International Journal of Bifurcation and Chaos,, òîì 24, ?  8, ñ. 1440019-1-1440019-8 DOI
  • 
    • 2013 Existence and asymptotic stability of periodic solutions with an interior layer of reaction-advection-diffusion equations
    • Nefedov N.N., Recke L., Schnieder K.R.
    • â æóðíàëå Journal of Mathematical Analysis and Applications, èçäàòåëüñòâî Academic Press (United States), òîì 405, ñ. 90-103 DOI
  • 
    • 2013 On a singularly perturbed initial problem in the case of a double root on the degenerate equation
    • Butuzov V.F., Nefedov N.N., Recke L., Schneider K.R.
    • â æóðíàëå Nonlinear Analysis, ? 83, ñ. 1-11
  • 
    • 2013 On a singularly perturbed initial value problem in the case of a double root of the degenerate equation
    • Butuzov V.F., Nefedov N.N., Recke L., Schnieder K.R.
    • â æóðíàëå Nonlinear Analysis, Theory, Methods and Applications, èçäàòåëüñòâî Pergamon Press Ltd. (United Kingdom), òîì 83, ñ. 1-11 DOI
  • 
    • 2012 Global region of attraction of a periodic solution to a singularly perturbed parabolic problem
    • Butuzov V.F., Nefedov N.N., Recke L., Schnieder K.R.
    • â æóðíàëå Applicable Analysis, èçäàòåëüñòâî Taylor & Francis (United Kingdom), òîì 91, ? 7, ñ. 1265-1277 DOI
  • • 2012 On a singularly perturbed initial value in case of a double root of the degenerate equation " WIAS-Preprint N1672
    • Butuzov V.F., Nefedov N.N., Recke L., Schnieder K R.
    • â æóðíàëå WIAS-Preprint N1672
  • 
    • 2011 Moving fronts in integro-parabolic reaction-advection-diffusion equations
    • Nefedov N.N., Nikitin A.G., Petrova M.A., Recke L.
    • â æóðíàëå Differential Equations, èçäàòåëüñòâî Maik Nauka/Interperiodica Publishing (Russian Federation), òîì 47, ? 9, ñ. 1318-1332
  • 
    • 2011 Region of attraction of a periodic solution to a singularly perturbed parabolic problem
    • Butuzov V.F., Nefedov N.N., Recke L., Schneider K.R.
    • â æóðíàëå Applicable Analysis, èçäàòåëüñòâî Taylor & Francis (United Kingdom), ñ. 1-13
  • 
    • 2010 Asymptotic stability via the Krein?Rutman theorem for singularly perturbed parabolic periodic Dirichlet problems
    • Nefedov N.N., Recke L., Schnieder K.R.
    • â æóðíàëå Regular and Chaotic Dynamics, èçäàòåëüñòâî Turpion - Moscow Ltd. (United Kingdom), òîì 15, ? n. 2-3, ñ. 382-389
  • • 2009 Global region of attraction of a periodic solution to a singularly perturbed parabolic problem in case of exchange of stability. WIAS-Preprint N1432
    • Butuzov V.F., Nefedov N.N., Recke L., Schnieder K.R.
    • â æóðíàëå WIAS-Preprint, ? N1432
  • 
    • 2008 Existance and stability of solutions with periodically moving weak internal layers
    • Butuzov V.F., Nefedov N.N., Recke L., Schneider K.R.
    • â æóðíàëå Journal of Mathematical Analysis and Applications, èçäàòåëüñòâî Academic Press (United States), ? 348, ñ. 508-515
  • 
    • 2008 Existence and stability of solutions with periodically moving weak internal layers
    • Butuzov V.F., Nefedov N.N., Recke L., Schneider K.R.
    • â æóðíàëå Journal of Mathematical Analysis and Applications, èçäàòåëüñòâî Academic Press (United States), òîì 348, ñ. 508-517
  • • 2008 Exponential asymptotic stability via Krein-Ruthman theorem for singularly perturbed parabolic periodic Dirichlet problems
    • Nefedov N.N., Recke L., Schnieder K.R.
    • â æóðíàëå WIAS-Preprint N1333
  • • 2007 Moving Internal Layers in the Singular Perturbed Integro-Parabolic Reaction-Diffusion-Advection Equations
    • Nefedov N.N., Nikitin A.G., Recke L.
    • â æóðíàëå Preprint Nr. 2007-22. Humboldt University of Berlin
  • 
    • 2006 Stationary internal layers in a reaction-advection-diffusion integro-differential system
    • Nefedov N.N., Omel?chenko O.E., Recke L.
    • â æóðíàëå COMPUTATIONS MATHEMATICS AND MATHEMATICAL PHYSICS, òîì 46, ñ. 594-615 DOI

• Ñòàòüè â ñáîðíèêàõ

  • • 2015 Asymptotics and stability of a periodic solution to a singularly perturbed parabolic problem in case of a double root of the degenerate equation
    • Butuzov V., Nefedov N., Recke L., Schnieder K.
    • â ñáîðíèêå WIAS-Preprint N2141, ìåñòî èçäàíèÿ Berlin, ñ. 1-40
  • • 2012 On the existence and asymptotic stability of periodic solutions with an interior layer of reaction- advection- diffusion-equations
    • Nefedov N.N., Recke L., Schnieder K.R.
    • â ñáîðíèêå WIAS-Preprint N1683, ñ. 1-30
  • • 2008 Existence and stability of solutions with periodically moving weak internal layers
    • Butuzov V.F., Nefedov N.N., Recke L., Schnieder K.R.
    • â ñáîðíèêå WIAS-Preprint N1294, ìåñòî èçäàíèÿ Berlin
  • • 2005 Internal layers in quasilinear integro-differential equations
    • Nefedov N.N., Omel?chenko O.E., Recke L.
    • â ñáîðíèêå Preprint Nr. 2005-16. Humboldt University of Berlin, Institute of Mathematic, ìåñòî èçäàíèÿ Humboldt University of Berlin, Institute of Mathematic

• Äîêëàäû íà êîíôåðåíöèÿõ

  • • 2015 Existence and stability of interior and boundary layers in some new classes of singularly perturbed reaction-advection-diffusion equations (Ïðèãëàøåííûé)
    • Àâòîðû: Schneider K.R., Nefedov N.N., Recke L.
    • 12th Annual Workshop on Numerical Methods for Problems with Layer Phenomena, Dresden, Ãåðìàíèÿ, 9-10 àïðåëÿ 2015

• Òåçèñû äîêëàäîâ

  • • 2015 Existence and stability of interior and boundary layers in some new classes of singularly perturbed reaction-advection-diffusion equations
    • Nefedov N.N., Recke L., Schneider K.R.
    • â ñáîðíèêå Abstracts of 12th Workshop on Numerical Methods for Problems with Layer Phenomena, Dresden, Germany, 9?10 April 2015, ìåñòî èçäàíèÿ Institute for Numerical Mathematics Technische Universit?at Dresden, Germany, òåçèñû, ñ. 27-28
  • • 2007 Moving Internal Layers in the Singular Perturbed Integro-Parabolic Reaction-Diffusion-Advection Equations
    • Nefedov N.N., Nikitin A.G., Recke L.
    • â ñáîðíèêå Ìåæäóíàðîäíàÿ êîíôåðåíöèÿ "Äèôôåðåíöèàëüíûå óðàâíåíèÿ è ñìåæíûå âîïðîñû", ïîñâÿùåííàÿ ïàìÿòè È.Ã.Ïåòðîâñêîãî, ìåñòî èçäàíèÿ ÌÃÓ Ìîñêâà, òåçèñû, ñ. 209-210