1. A.B.Smirnova and
R.A.Renaut ‘Iteratively Regularized
Gauss-Newton Method with Parameter Decomposition for 2D Inverse Problem in
Optical Tomography’, the Fourth
International Conference ‘Inverse Problems: Modeling and Simulation’, Oludeniz –
Fethiye, Turkey, May 26-30, 2008.
2.
A.B.Smirnova and R.A.Renaut ‘Iteratively Regularized Gauss Newton with Parameter
Decomposition’, International Conference on Applied
Inverse Problems, Vancouver, BC, Canada, June 25-29, 2007.
3. A.B.Bakushinsky
and A.B.Smirnova ‘On application of
generalized Gauss-Newton’s schemes to inverse problem in Optical Tomography’,
International Conference ‘Tikhonov and Contemporary
Mathematics’, Moscow, Russia, June 19-25, 2006.
4. R.A.Renaut, T.Khan and A.B.Smirnova 'Parameter
Decomposition for Iteratively Regularized Gauss Newton Solutions in Optical
Tomography', 9th Copper Mountain Conference on Iterative
Methods, Copper Mountain, Colorado, April 2-7, 2006.
5. A.B.Bakushinsky
and A.B.Smirnova ‘On application of
generalized discrepancy principle to iterative methods for 2D inverse gravimetry problem’, International Conference on
Applied Inverse Problems, Royal Agricultural College, Cirencester, UK, June 26-30, 2005.
1. A.B.Smirnova
‘Investigation of the dynamical system method for solving nonlinear ill-posed
problems’, International Conference on Difference Equations and
Applications, USC in Los Angeles, CA, August 2-6, 2004.
2. A.B.Smirnova
‘Iteratively regularized Gauss-Newton-type algorithm with simultaneous updates of
inverse derivative’, Special Session on Fixed Points:
Theory and Application, Phoenix,
Arizona, January 7-10, 2004.
3. A.B.Smirnova, ‘One
Dimensional Inverse Problem In Diffusion Based Optical Tomography Using
Gauss-Newton-Type Algorithm For Nonlinear Ill-Posed Problems’, Workshop on Inverse
Problems and Medical Imaging, Vancouver, Canada, August 4-8, 2003.
4. A.B.Smirnova, ‘Iterative
Gauss-Newton-type algorithm for nonlinear unstable operator equations with
simultaneous updates of the regularized Frechet
derivative’, VIII Conference on Inverse and Ill-Posed Problems,
Moscow, Russia, June 9-11, 2003.
5. A.B.Smirnova,
‘Iterative inversion of the Frechet derivative in the
regularized Quasi-Newton methods’, 6th IMACS International Symposium
on Iterative Methods in Scientific Computing, University of Colorado at
Denver, March 27-30, 2003.
6. A.B.Smirnova,
‘Numerical Techniques for Solving Irregular Operator Equations’, Joint
Meeting MAA and SIAM (Southeastern Section), Clemson, SC, March
21-22, 2003.
7. A.B.Smirnova, ‘Continuous regularized
Gauss-Newton-type algorithm for nonlinear ill-posed equations with simultaneous
updates of inverse derivative’, Annual Southeastern-Atlantic
Regional Conference on Differential Equations, October 11-12, 2002,
Knoxville, TN.
8. A.B.Smirnova, ‘Regularization of
nonlinear ill-posed problems by dynamical system method’, NSF/CBMS
Regional Research Conference "Mathematical Methods in Nonlinear Wave
Propagation", May 15-19, 2002, Greensboro, NC.
9. A.B.Smirnova, ‘Theoretical and Numerical
Investigation of the Dynamical System Method for Solving Nonlinear Ill-Posed
Problems’, The 2002 International Conference on
Differential Equations and Mathematical Physics,
March 26-30, 2002, Birmingham, AL.
10.A.B. Smirnova,
‘RGN Method with Simultaneous Updates of Inverse Derivative’, The
First SIAM Conference on Imaging Science, March
4-6, 2002, Boston, MA.
11.A.B.Smirnova, ‘Regularization of
nonlinear unstable operator equations by secant-type method’, AWM-NSF
Workshop for women recent Ph.D.'s,
January 9, 2002, San Diego, CA.
12.A.B.Smirnova,
‘Continuous algorithm for solving nonlinear ill-posed problems with
simultaneous regularized inversion of the Frechet
derivative operator’, AMS Special Session on Interaction of Inverse
Problems and Image Analysis, AMS Joint Mathematics Meetings, January 12-13, 2001, New Orleans, LA.
13.A.B.Smirnova,
’Nonlinear ill-posed problems and dynamical systems’, 21st Annual Southeastern-Atlantic Regional
Conference on Differential Equations, November 2-3, 2001, Winston-Salem, NC.
14.A.B.Smirnova, ‘Continuous Methods for
Solving Nonlinear Ill-Posed Operator Equations with Application to
Gravitational Sounding Problem’, AWM Workshop for women graduate students
and recent Ph.D’s at Joint AMS Meetings 2000,
January 21, Washington, DC.
15.A.G.Ramm
and A.B. Smirnova, ‘A Regularized Method for
Solving Nonlinear Ill-Posed Problems’, International conference on operator
theory and its applications to scientific and industrial problems, October 7-11, 1998, Winnipeg, Canada.