Imperial College London

ProfessorDmitryTuraev

Faculty of Natural SciencesDepartment of Mathematics

Professor of Applied Mathematics & Mathematical Physics
 
 
 
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Contact

 

d.turaev

 
 
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Location

 

634Huxley BuildingSouth Kensington Campus

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Summary

 

Publications

Publication Type
Year
to

144 results found

Turaev D, Zelik S, 2010, ANALYTICAL PROOF OF SPACE-TIME CHAOS IN GINZBURG-LANDAU EQUATIONS, DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS, Vol: 28, Pages: 1713-1751, ISSN: 1078-0947

Journal article

Tlidi M, Vladimirov AG, Turaev D, Kozyreff G, Pieroux D, Erneux Tet al., 2010, Spontaneous motion of localized structures and localized patterns induced by delayed feedback, EUROPEAN PHYSICAL JOURNAL D, Vol: 59, Pages: 59-65, ISSN: 1434-6060

Journal article

Rom-Kedar V, Turaev D, 2010, The symmetric parabolic resonance, NONLINEARITY, Vol: 23, Pages: 1325-1351, ISSN: 0951-7715

Journal article

Gelfreich V, Turaev D, 2010, Universal dynamics in a neighborhood of a generic elliptic periodic point, REGULAR & CHAOTIC DYNAMICS, Vol: 15, Pages: 159-164, ISSN: 1560-3547

Journal article

Shah K, Turaev D, Rom-Kedar V, 2010, Exponential energy growth in a Fermi accelerator, PHYSICAL REVIEW E, Vol: 81, ISSN: 1539-3755

Journal article

Turaev D, Vladimirov AG, Zelik S, 2009, Strong enhancement of interaction of optical pulses induced by oscillatory instability

Conference paper

Tlidi M, Vladimirov AG, Pieroux D, Turaev Det al., 2009, Spontaneous Motion of Cavity Solitons Induced by a Delayed Feedback, PHYSICAL REVIEW LETTERS, Vol: 103, ISSN: 0031-9007

Journal article

Gonchenko SV, Shilnikov LP, Turaev DV, 2009, On global bifurcations in three-dimensional diffeomorphisms leading to wild Lorenz-like attractors, REGULAR & CHAOTIC DYNAMICS, Vol: 14, Pages: 137-147, ISSN: 1560-3547

Journal article

Turaev D, Vladimirov AG, Zelik S, 2009, Strong enhancement of interaction of optical pulses induced by oscillatory instability

Conference paper

Gelfreich V, Turaev D, 2008, Unbounded energy growth in Hamiltonian systems with a slowly varying parameter, COMMUNICATIONS IN MATHEMATICAL PHYSICS, Vol: 283, Pages: 769-794, ISSN: 0010-3616

Journal article

Turaev D, Radziunas M, Vladimirov AG, 2008, Chaotic soliton walk in periodically modulated media, PHYSICAL REVIEW E, Vol: 77, ISSN: 2470-0045

Journal article

Gelfreich V, Turaev D, 2008, Fermi acceleration in non-autonomous billiards, JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL, Vol: 41, ISSN: 1751-8113

Journal article

Gonchenko SV, Shilnikov LP, Turaev DV, 2008, On dynamical properties of multidimensional diffeomorphisms from Newhouse regions: I, NONLINEARITY, Vol: 21, Pages: 923-972, ISSN: 0951-7715

Journal article

Rapoport A, Rom-Kedar V, Turaev D, 2008, Stability in high dimensional steep repelling potentials, COMMUNICATIONS IN MATHEMATICAL PHYSICS, Vol: 279, Pages: 497-534, ISSN: 0010-3616

Journal article

Turaev DV, Shil'nikov LP, 2008, Pseudohyperbolicity and the problem on periodic perturbations of Lorenz-type attractors, DOKLADY MATHEMATICS, Vol: 77, Pages: 17-21, ISSN: 1064-5624

Journal article

Turaev DV, Shil'nikov LP, 2008, Pseudohyperbolicity and the problem on periodic perturbations of Lorenz-type attractors, Doklady Mathematics, Vol: 77, Pages: 17-21, ISSN: 1064-5624

Journal article

Kirillov AA, Turaev D, 2007, Foam-like structure of the Universe, PHYSICS LETTERS B, Vol: 656, Pages: 1-8, ISSN: 0370-2693

Journal article

Turaev DV, Shil'nikov LP, 2007, An example of a wild strange attractor, SBORNIK MATHEMATICS, Vol: 189, Pages: 291-314, ISSN: 1064-5616

Journal article

TURAEV DV, 2007, BIFURCATIONS OF TWO-DIMENSIONAL DYNAMIC-SYSTEMS CLOSE TO A SYSTEM WITH 2 SEPARATRIX LOOPS, RUSSIAN MATHEMATICAL SURVEYS, Vol: 40, Pages: 243-244, ISSN: 0036-0279

Journal article

TURAEV DV, 2007, ON BIFURCATIONS OF A HOMOCLINIC FIGURE 8 OF A MULTI-DIMENSIONAL SADDLE, RUSSIAN MATHEMATICAL SURVEYS, Vol: 43, Pages: 264-265, ISSN: 0036-0279

Journal article

Kirillov AA, Turaev D, 2007, Foam-like structure of the Universe, Physics Letters B, Vol: 656, Pages: 1-8, ISSN: 0370-2693

Journal article

Rapoport A, Rom-Kedar V, Turaev D, 2007, Approximating multi-dimensional hamiltonian flows by billiards, COMMUNICATIONS IN MATHEMATICAL PHYSICS, Vol: 272, Pages: 567-600, ISSN: 0010-3616

Journal article

Turaev D, Vladimirov AG, Zelik S, 2007, Chaotic bound state of localized structures in the complex Ginzburg-Landau equation, PHYSICAL REVIEW E, Vol: 75, ISSN: 1539-3755

Journal article

Gonchenko S, Turaev D, Shilnikov L, 2007, Homoclinic tangencies of arbitrarily high orders in conservative and dissipative two-dimensional maps, NONLINEARITY, Vol: 20, Pages: 241-275, ISSN: 0951-7715

Journal article

Shilnikov A, Turaev D, 2007, Blue-sky catastrophe, Scholarpedia, Vol: 2, Pages: 1889-1889

Journal article

Rapoport A, Rom-Kedar V, Turaev D, 2006, Supplement to the article "Approximating multi-dimensional Hamiltonian flows by billiards": proof of C0 and Cr - closeness Theorems

This supplement to the article "Approximating multi-dimensional Hamiltonianflows by billiards" contains the proofs of C$^{0}$ and C$^{r}$ - closenesstheorems stated in the article.

Working paper

Kirillov AA, Turaev D, 2006, The universal rotation curve of spiral galaxies, Monthly Notices of the Royal Astronomical Society, Vol: 371, Pages: L31-L35, ISSN: 1365-2966

Journal article

Kirillov AA, Turaev D, 2006, The universal rotation curve of spiral galaxies, MONTHLY NOTICES OF THE ROYAL ASTRONOMICAL SOCIETY, Vol: 371, Pages: L31-L35, ISSN: 0035-8711

Journal article

Gonchenko SV, Turaev DV, Shil'nikov LP, 2006, Homoclinic tangencies of arbitrarily high order in conservative two-dimensional maps, DOKLADY MATHEMATICS, Vol: 73, Pages: 210-213, ISSN: 1064-5624

Journal article

Gonchenko SV, Schneider KR, Turaev DV, 2006, Quasiperiodic regimes in multisection semiconductor lasers, Regular and Chaotic Dynamics, Vol: 11, Pages: 213-224, ISSN: 1560-3547

We consider a mode approximation model for the longitudinal dynamics of a multisection semiconductor laser which represents a slow-fast system of ordinary differential equations for the electromagnetic field and the carrier densities. Under the condition that the number of active sections q coincides with the number of critical eigenvalues we introduce a normal form which admits to establish the existence of invariant tori. The case q = 2 is investigated in more detail where we also derive conditions for the stability of the quasiperiodic regime.

Journal article

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