**List of Publications**

1. Almog, Y. and Frankel, I. *Effects
of Fore-Aft Asymmetry on the Sedimentation and Dispersion of Axisymetric
Brownian Particles* J. Colloid Interface Sci. **157**, 60-71,
(1993).pdf
file

2. Almog, Y. and Frankel, I. *The
Rotary Motion of Dipolar Axisymmetric Particle in Homogeneous Shear Flow*
J. Fluid Mech. **289**, 243-261, (1995).pdf
file

3. Almog, Y. and Frankel I. *Rheology
of a Dilute Suspension of Dipolar Axisymmetric Brownian Particles in
Homogeneous Shear Flow* J. Fluid Mech. **366**, 289-310, (1998). pdf file

4. Almog, Y. and Brenner H. *Global
Homogenization of a Dilute Suspension of Spheres* (preprint).ps
file

5. Almog, Y. and Brenner H. *Non-Continuum
Anomalies in the Apparent Viscosity Experienced by a Test Sphere Moving
Through an Otherwise Quiescent Suspension* Phys. Fluids **9**,
16-22, (1997).pdf
file

6. Almog, Y. and Brenner H. *Apparent
Slip at the Surface of a Small Rotating Sphere in a Dilute Quiescent
Suspension* Phys. Fluids **10**, 750-752, (1998).pdf
file

7. Almog, Y. and Brenner H. *Ensemble-Average
vs Suspension-Scale Cauchy Continuum-Mechanical Definitions of Stress in
Polarized Suspensions: Global Homogenization of a Dilute Suspension of
Dipolar Spherical Particles Phys. Fluids ***11***, 268-273,
(1999).pdf
file*

8. Almog, Y. *Asymptotic
Analysis of the One-Dimensional Ginzburg-Landau Equations near
Self-Duality* Quart. Appl. Math. **57**, 355-367, (1999).pdf
file

9. Almog, Y. *Arbitrary
N-Vortex Self-Duality Solutions to the Ginzburg-Landau Equations
Satisfying Normal State Conditions at Infinity* Asymptotic Analysis **17**,
267-278, (1998).pdf
file

10. Almog, Y. *Periodic
Solutions to the Self-Dual Ginzburg-Landau Equations *EJAM **10**,
285-295, (1999).pdf
file

11. Almog, Y. *On the
bifurcation and Stability of Periodic Solutions of the Ginzburg-Landau
Equations in the Plane *SIAM J. Appl. Math. **61**, 149-171
(2000).pdf
file ps
file

12. Almog, Y. *The onset of
superconductivity in a semi-infinite strip* J. Math. Phys. **41**,
7889-7905, (2000).pdf
file

13. Almog, Y. *The onset of
superconductivity in long rectangles* EJAM **14**, 257-277,
(2003).pdf
file ps
file

14. Almog, Y. *Existence and
non-existence of solutions to the Ginzburg-Landau equations in a
semi-infinite superconducting film* Quart. Appl. Math. **63**,
1-12 (2005) pdf
file

15. Almog, Y. *Non-linear
surface superconductivity in the large domain limit for type II
superconductors* Arch. Rat. Mech. Anal. **165**, 271-293, (2002).pdf file
ps file

16. Almog, Y. *Non-linear
surface superconductivity in three dimensions in the large k* *limit*
Comm. Cont. Math. **6** 637-652 (2004) pdf
file ps
file

17. Almog, Y. *The creeping
motion of a small rigid particle near a smooth boundary* Asymptotic
Analysis **36,** 345-357 (2003) pdf
file ps
file

18. Almog, Y. *Non-linear
surface superconductivity in the large k* *limit* Rev. Math.
Phys. **16** (2004), 961--976 ps
file pdf
file

19. Almog, Y. *The loss of
stability of surface superconductivity* J. Math. Phys. **45**,
2815-2832, (2004).pdf
file ps
file

20. Almog, Y. *The emergence
of the triangular lattice near a flat wall *J. Math. Phys. **46**,
095103, 29 pp. (2005) pdf
file

21. Almog, Y. *Abrikosov*
*lattices in finite domain* Commun. Math. Phys. **262**, 677-702
(2006) pdf
file

22. Almog, Y. and Helffer, B. *The
distribution of surface superconductivity along the boundary: on a
conjecture of X. B. Pan *SIAM J . Math. Anal, **38**, 1715-1732
(2007) pdf
file

23. Almog, Y. *Thin boundary
layers of chiral smectics *Calc. Var. PDE **33**, 299-328 (2008)
pdf
file

24. Almog, Y. *The stability
of the normal state of superconductors in the presence of electric
currents *SIAM J. Math. Anal. **40, **824-850 (2008) ) pdf
file

25. Almog, Y., Berlyand, L. V.,
Golovaty, D., and Shafrir, I. *Global minimizers for a
p-Ginzburg-Landau-type energy in R*^{2} J. Funct.
Anal. **256**, 2268--2290 (2009) pdf
file

26. Almog, Y., Helffer, B., and
Pan, X. B. *Superconductivity near the Normal State under the Action of
Electric Currents and Induced Magnetic Fields in R*^{2}
Commun. Math. Phys. **300 **147-184 (2010) pdf

27. Almog, Y. *The interface
between the normal state and the fully superconducting state in the
presence of an electric current *Commun. Contemp. Math., **14**,
1250026 (2012) [27 pages] pdf
file

28. Almog, Y., Helffer, B., and
Pan, X. B. *Superconductivity near the Normal State in a Half-Plane
under the Action of a Perpendicular Electric Currents and an Induced
Magnetic Field * Trans. AMS **365**,
1183-1217 (2013) pdf

29. Yariv E. And Almog Y. *Ionic
currents in the presence of supporting electrolyte *Phys. Rev. Lett.
**105**, 176101 (2010) [4 pages] pdf

30. Almog, Y., Berlyand, L. V.,
Golovaty, D., and Shafrir, I. *Radially symmetric minimizers for a
p-Ginzburg Landau type energy in R*^{2} Calc. Var.
PDE, **42**, 517-546
(2011) pdf
file

31. Almog, Y., *Averaging of dilute random media: a
rigorous proof of the Clausius-Mossotti formula *Arch. Rat. Mech.
Anal. **207**, 785-812
(2013) pdf
file

32. Almog, Y., Helffer, B., and Pan, X. B. *Superconductivity
near the normal state in a half-plane under the action of a
perpendicular electric current and an induced magnetic field II : The
large conductivity limit* SIAM J. Math. Anal., **44**,
3671-3733 (2012) pdf
file

33. Almog Y. And Yariv E. *One-dimensional conduction
through supporting electrolytes: Two-scale cathodic Debye-layer*
Phys. Rev. E **84**, 041204 (2011) [8 pages] pdf
file

34. Almog, Y., Berlyand, L. V.,
Golovaty, D., and Shafrir, I. *On the limit p→∞ of global minimizers
for a p-Ginzburg-Landau-type energy*

Annales de
l'Institut Henri Poincaré (C) Non Linear Analysis **30**,
1159-1174 (2013) pdf
file

35. Almog, Y. And Helffer B. *Global
stability of the normal state of superconductors in the presence of a
strong electric current *Commun. Math. Phys., **330**,
1021-1094 (2014) pdf
file

36. Almog, Y. *The
Clausius-Mossotti formula in a dilute random medium with fixed volume
fraction.*

Multiscale Modeling and Simulation, 12,
1777–1799 (2014)
pdf file

37. Almog, Y. And Helffer B. *On
the spectrum of non-selfadjoint Schrödinger operators with compact
resolvent* Communications in PDE, **40**, 1441-1466 (2015) pdf
file

38. Almog, Y., Berlyand, L. V., Golovaty, D., and Shafrir, I. *Existence
and stability of superconducting solutions for the Ginzburg-Landau
equations in the presence of weak electric currents* J.
Math. Phys. **56**,
071502 (2015) [13 pages] pdf
file

39. Almog, Y., Helffer, B., and Pan, X. B. Mixed normal-superconducting states in the presence of
strong electric currents Arch. Rat.
Mech. Anal., **223**, 419-462 (2017) pdf
file

40. Almog, Y. and Henry, R. *Spectral a**nalysis
of a complex Schrödinger operator in the semiclassical limit *

SIAM J. Math. Anal., **48**, 2962–2993 (2016) * *pdf
file

41. Yariv, E.
Almog, Y. The effect of
surface-charge convection on the settling velocity of spherical drops
in a uniform electric field. J.
Fluid Mech. **797 **536-548 (2016) pdf
file

42. Almog, Y. *The
Clausius-Mossotti formula for dilute random **media of perfectly
conducting inclusions *

SIAM J. Math. Anal., **49 ** 2885–2919 (2017).pdf
file

43. Almog, Y., Berlyand,
L. V., Golovaty, D., and Shafrir, I. *Existence of superconducting
solutions for a reduced Ginzburg-Landau model in the presence of
strong electric currents. *pdf
file

44. Almog, Y., Grebenkov,
D. S., and Helffer, B. *On a Schrödinger operator with a purely
imaginary potential in the **semiclassical limit* pdf file

45. Almog, Y., Grebenkov,
D. S., and Helffer, B. *Spectral semi-classical analysis of a complex
Schrödinger operator in exterior domains * pdf
file

**Last Update August 29, 2017**