Spectral Theory of Differential Operators

Weizmann Institute of Science

May 29-June 1, 2006

Venue: Room 1, Zyskind Building, Mathematics building (# 24 on the map )

Time allocated for each talk is 40 minutes.

Program

	Monday May 29	Tuesday May 30	Wednesday May 31	Thursday June 1
9:00 Coffee
9:30	M. BIRMAN A survey of joint works of M. Solomyak and M. Birman	T. SUSLINA Homogenization as a spectral threshold effect	V. TIKHOMIROV Convex duality and calculus. Theory and applications
10:20	A. LAPTEV Lieb-Thirring inequalities, recent results	U. SMILANSKY Can one count the shape of a graph?	D. YAFAEV A balance of kinetic and potential energies in the quasiclassical limit
11:10-11:30 Break
11:30	T.HOFFMANN-OSTENHOF Spectral theory, nodal domains and minimal partitions	V.KOZLOV On regularity of solutions to elliptic systems in convex domains	W. DESMOND EVANS A discrete inequality of Hardy-Laptev-Weidl type
12:20–14:30 Lunch
14:30	K. TINTAREV Ground state alternative for singular Schrödinger operators	A. SOBOLEV Hardy inequalities for simply connected planar domains	B. M. BROWN Eigenvalues of the one dimensional p-Laplacian on the half line
15:20	Y. SAFAROV Multidimensional numerical range	G. ROZENBLUM On the spectrum of the perturbed Landau Hamiltonian	P.EXNER Spectra of Laplacians in twisted tubes
16:10-16:40 Break
16:40	A.VERSHIK Spectral measure for induced representations of infinite symmetric group	S. AGMON On the behavior of heat kernels of elliptic operators with periodic coefficients in R^n	M. AGRANOVICH On the eigenfunctions and eigenvalues of the Poincaré-Steklov type spectral problems
			17:30-17:45 M. Solomyak Concluding remarks
	18:00 Bus to Hotel	18:00 Bus to Hotel	DINNER on the lawn near Weizmann House (bldg. 43)

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