Dmitry Novikov:Published and submitted

Homepages of my co-authors S. Yakovenko, A.Khovanskii, A. Eremenko, A.Gabrielov and B. Shapiro.

Published

(1)D. Novikov and S. Yakovenko, Simple exponential estimate for the number of real zeros of complete Abelian integrals,
Comptes Rendus Acad. Sci. Paris, serie I(Math.), 320 (1995), 853-858.

(2)D. Novikov and S.Yakovenko, Simple exponential estimate for the number of real zeros of complete Abelian integrals,
Ann. Inst. Fourier (Grenoble) 45 (1995), No. 4, 897-927.

(3)D. Novikov and S.Yakovenko, A complex analog of Rolle theorem and polynomial envelopes of irreducible differential equations in the complex domain,
J. London Math. Society (2) 56 (1997),305-319.

(4)D. Novikov and S. Yakovenko, Integral Frenet curvatures and oscillation of spatial curves around affine subspaces of a Euclidean space,
Journal of Dynamical and Control Systems 2 (1996) No. 2, 157-191.

(5)D. Novikov and S. Yakovenko, Meandering of trajectories of polynomial vector fields in the affine n-space,
Publicacions Matematiques 41 (1997) no.1, 223-242.

(6)D. Novikov and S. Yakovenko, Trajectories of polynomial vector fields and ascending chains of polynomial ideals,
Ann. Inst. Fourier (Grenoble) 49 (1999), no. 2, 563-609.

(7)D. Novikov and S. Yakovenko, Tangential Hilbert problem for perturbations of hyperelliptic Hamiltonian systems,
Electron. Res. Announc. Amer. Math. Soc. 5(1999), 55-65.

(8)D. Novikov and S. Yakovenko, Redundant Picard-Fuchs system for Abelian integrals,
J.Differential Equations 177 (2001), no. 2,267-306.

(9)D. Novikov, Systems of linear ordinary differential equations with bounded coefficients may have very oscillating solutions,
Proc.Amer. Math. Soc. 129 (2001), no. 12, 3753-3755.

(10)D.Novikov, Modules of Abelian integrals and Picard-Fuchs systems,
Nonlinearity 15 2002, no.5, 1435-1444.

(11)D. Novikov and S. Yakovenko, Quasialgebraicity of solutions of Fuchsian systems,
Moscow Mathematical Journal, Volume 3 (2003), Number 2, 551-591

(12)D.Novikov and A. Khovanskii, L-convex-concave sets in real projective space and L-duality,
Moscow Mathematical Journal, Volume 3 (2003), Number 3, 1013-1037

(13)D. Novikov and A. Khovanskii, Convex-concave body in RP³ contains a line,
GAFA, Geom. funct.anal. 13 (2003), 1082-1118

(14)A. Eremenko and D. Novikov, Oscillation of Fourier Integrals with a spectral gap,
J. Math. Pure Appl., 83 (2004) 313-365

(15)A. Eremenko and D. Novikov, Oscillation of functions with a spectral gap,
Proc. Nat. Acad. Sci., 101, 16(2004),5872-5873

(16)D. Novikov and S. Yakovenko, Lectures on Meromorphic flat connections,
In: Y. Ilyashenko, C. Rousseau (eds), Normal Forms, Bifurcations and Finiteness problems in Differential Equations, Kluwer 2004, 387-430.

(17)D. Novikov and A. Khovanskii, On affine hypersurfaces with everywhere nondegenerate Second Quadratic Form,
accepted to J. Differential Geometry.

Submitted

(18)A. Gabrielov, D. Novikov and B Shapiro, Mystery of point charges,
submitted to Duke Mathematical Journal.