Computerized Tomography : : Proceedings of the Fourth International Symposium Novosibirsk, Russia / / ed. by M. M. Lavrent'ev.

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Bibliographic Details
Superior document:Title is part of eBook package: De Gruyter DGBA Mathematics - 1990 - 1999
MitwirkendeR:
HerausgeberIn:
Place / Publishing House:Berlin ;, Boston : : De Gruyter, , [2020]
©1995
Year of Publication:2020
Edition:Reprint 2020
Language:English
Online Access:
Physical Description:1 online resource (V, 395 p.) :; Num. figs.
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Table of Contents:
  • Frontmatter
  • CONTENTS
  • Preface
  • Acknowledgement
  • Image Reconstruction of Celestial Objects from a Few Strip-Integrated Projections by Lunar Occultations
  • Numerical study of a non-linear sound radiating inverse problem of underwater acoustics
  • Optical tomography of natural and artificial optical disturbances in the near terrestrial space
  • Some numerical experiments in tomography of scattering medium
  • Integral geometry
  • Inversion formulae for one class of multidimensional integral Volterra equations of the first kind
  • The Cauchy problem for /1-harmonic functions
  • Simultaneous determination of sounding signal and wave propagation velocity in a vertically-inhomogeneous medium
  • Vector tomography of plasmas using Faraday rotation
  • A variational approach to non-linear backprojection
  • Three-Dimensional Restoration of Single Photon Emission Computed Tomography Images Using the Kalman-Metz Filter
  • An extended Kaczmarz's method for ʅp minimum norm solutions
  • On explicit formula« for inverting the X-ray transform
  • Algebraic reconstructions from efficient sampling schemes in tomography
  • An approach to 2-D ray tracing intended for non-linear seismic tomography
  • Asymptotic expansions of continuous solutions of system of Volterra integral equations of the first kind
  • On new methods for determining static time corrections from phase velocities of surface waves
  • Soft A'-ray tomography on Tokamaks using flux coordinates
  • Ray reflection tomography: review and comments
  • Tomographic methods for information processing in seismology. Nonlinear version
  • Penalty method with internal prox-regularization for an inverse source problem
  • Inverse problems in single photon emission computed tomography
  • Application of GCV-aided Phillips-Tikhonov regularization to direction finding of magnetospheric VLF/ELF radio waves
  • A problem of emission tomography for a domain of small diameter
  • Direct and inverse problems of thermoelasticity
  • GCV-Aided regularizations in sparse-data computed tomography with an application to plasma imaging
  • Frames on the range of the Radon transform
  • On the stability estimation of finite-difference and differential-difference analogues of a two-dimensional integral geometry problem
  • Hyperfunctions and Radon transform
  • Inversion of some projection matrices
  • Interference tomography of the ocean bottom
  • Determination of sea bottom characteristics using acoustic field spatial dependence
  • An algorithm for solving a problem in elasto-electrodynamics
  • Three-dimensional structure of lateral heterogeneities in p-velocities in the upper mantle of the southern margin of Siberia from teleseismic data
  • Simultaneous determination of elastic and electromagnetic medium parameters
  • A modification of ART method for cone-beam tomography of high space resolution
  • A new approach to the problem of 3D interpolation from an arbitrary set of points
  • A space-time tomography algorithm for t h e five-camera soft X-ray diagnostic at the RTP Tokamak
  • Direct and inverse problems for system of electromagneto-elasticity equations
  • A Method of the numerical ray tracing for a 3D-inhomogeneous isotropic medium
  • Sampling and resolution in CT
  • Some problems of computerized tomography in the static potentials fields
  • Luminescent tomography of semiconductor materials
  • On a reconstruction formula for ray transform after discrete incomplete data given on a line
  • Constraction of a velocity model from seismological data
  • Solution of convolution integral equations of the first kind on a segment
  • Image reconstruction for fan beam X-ray tomography using a new integral transform pair