M. Agranovsky

发表

Uniqueness of reconstruction and an inversion procedure for thermoacoustic and photoacoustic tomography with variable sound speed

Peter Kuchment, Mark Agranovsky, P. Kuchment, 2007, 0706.0598.

The support theorem for the single radius spherical mean transform

P. Kuchment, M. Agranovsky, 2009, 0905.1310.

Fe b 20 09 Range conditions for a spherical mean transform

David V. Finch, M. Agranovsky, Peter March, 2009 .

Complex Analysis and Dynamical Systems V

S. Reich, M. Agranovsky, M. Ben-Artzi, 2013 .

Remembering Carlos A. Berenstein (1944–2019)

P. Kuchment, D. Struppa, D. Napoletani, 2020 .

Research biography of a distinguished expert in the field of inverse problems: Professor Eric Todd Quinto

Jan Boman, A. Hasanov, R. Ramlau, 2022, Journal of Inverse and Ill-posed Problems.

On two families of Funk-type transforms

M. Agranovsky, B. Rubin, M. Agranovsky, 2019, Analysis and Mathematical Physics.

On the exactness of the universal backprojection formula for the spherical means Radon transform

L. Kunyansky, M. Agranovsky, 2022, 2207.08262.

Geometry of Stationary Sets for the Wave Equation in R^n, The Case of Finitely Supported Initial Data, An Announcement

E. T. Quinto, M. Agranovsky, 1999, math/9911160.

Range descriptions for the spherical mean Radon transform. I. Functions supported in a ball

E. T. Quinto, P. Kuchment, M. Agranovsky, 2006, math/0606314.

Quadratic divisors of harmonic polynomials inRn

M. Agranovsky, Yakov Krasnov, 2000 .

Injectivity Sets for the Radon Transform over Circles and Complete Systems of Radial Functions

Eric Todd Quinto, Mark Agranovsky, E. T. Quinto, 1996 .

Integral geometry and spectral analysis

M. Agranovsky, 2008 .

On reconstruction formulas and algorithms for the thermoacoustic tomography

P. Kuchment, L. Kunyansky, M. Agranovsky, 2007, 0706.1303.

Injectivity of the Pompeiu transform in the Heisenberg group

Carlos A. Berenstein, Der-Chen Chang, Mark Agranovsky, 1994 .

Morera theorem for holomorphic Hp spaces in the Heisenberg group.

Carlos Berenstein, Mark Agranovsky, C. Berenstein, 1993 .

A Morera type theorem forL2 functions in the Heisenberg group

Carlos A. Berenstein, Der-Chen Chang, Mark Agranovsky, 1991 .

Algebraically integrable bodies and related properties of the Radon transform

Jan Boman, A. Koldobsky, V. Vassiliev, 2022, 2212.07510.

Domains with algebraic X-ray transform

M. Agranovsky, 2022, Analysis and Mathematical Physics.

Locally polynomially integrable surfaces and finite stationary phase expansions

M. Agranovsky, 2019, Journal d'Analyse Mathématique.

On polynomially integrable domains in Euclidean spaces

M. Agranovsky, 2017, 1701.05551.

Remarks on a conjecture of ruscheweyh

M. Agranovsky, T. Bandman, 1996 .

Parametric argument principle and its applications to CR functions and manifolds

M. Agranovsky, 2014, 1401.2050.

Complex dimensions of real manifolds, attached analytic discs and parametric argument principle

M. Agranovsky, 2007, 0704.2871.

Attached analytic discs, parametric argument principle and CR-dimension

M. Agranovsky, 2007 .

Deformations of balls in Schiffer’s conjecture for Riemannian symmetric spaces

M. Agranovsky, A. Semenov, 1996 .

Approximation by spherical waves inLp-spaces

Carlos A. Berenstein, Peter Kuchment, Mark Agranovsky, 1996 .

Range conditions for a spherical mean transform

Peter Kuchment, Mark Agranovsky, P. Kuchment, 2009, 0902.4272.

On the exactness of the universal backprojection formula for the spherical means Radon transform

L. Kunyansky, M. Agranovsky, 2022, Inverse Problems.

An analog of polynomially integrable bodies in even-dimensional spaces

A. Koldobsky, M. Agranovsky, V. Yaskin, 2022, 2211.12693.

On algebraically integrable bodies

M. Agranovsky, 2019, Functional Analysis and Geometry.

Malmheden's theorem revisited

H. Shapiro, M. Agranovsky, M. Agranovsky, 2009, 0908.1837.

On reconstruction formulas and algorithms for the thermoacoustic and photoacoustic tomography

Peter Kuchment, Leonid Kunyansky, Mark Agranovsky, 2007 .

Range conditions for a spherical mean transform and global extendibility of solutions of the darboux equation

Linh V. Nguyen, Mark Agranovsky, M. Agranovsky, 2010 .

Characterization of polyanalytic functions by meromorphic extensions from chains of circles

M. Agranovsky, 2009, 0910.3578.

Algebraically integrable bodies and related properties of the Radon transform

Jan Boman, A. Koldobsky, V. Vassiliev, 2022, 2212.07510.

Propagation of boundary CR foliations and Morera type theorems for manifolds with attached analytic discs

M. Agranovsky, 2005, math/0511125.

Analog of a theorem of forelli for boundary values of holomorphic functions on the unit ball of ℂn

M. Agranovsky, 2011 .

Holomorphic extension from the unit sphere in $\mathbb C^n$ into complex lines passing through a finite set

M. Agranovsky, 2009, 0910.3592.

Analyticity on Curves

M. Agranovsky, L. Zalcman, 2012 .

Holomorphic extension from the unit sphere in C n into complex lines passing through a finite set

M. Agranovsky, 2009 .

CR foliations, the strip-problem and Globevnik–Stout conjecture

M. Agranovsky, 2006 .

Isotopic families of contact manifolds for elliptic PDE

M. Agranovsky, E. Narayanan, 2006 .

Analyticity on circles for rational and real-analytic functions of two real variables

M. Agranovsky, J. Globevnik, 2003 .

Complex Analysis and Dynamical Systems VI: Part 2: Complex Analysis, Quasiconformal Mappings, Complex Dynamics

S. Reich, M. Agranovsky, M. Ben-Artzi, 2016 .