1.

Dielectrics in Electrostatic Field of the Charged Conductors: Formulation, Basis and Solution of the Boundary Problem by the Linear Equations Method
/ Shafranov, M D ; Topuria, T P
[JINRP1199237] [P1199237]
External links: Fulltext Fulltext

2.

Dielectrics in electrostatic field of the charged conductors. Formulation, basis and solution of the boundary problem by the linear equations method
/ Shafranov, M.D. ; Topuria, T.P.
[JINRP1199237]
External link: FERMILABOTHER1

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5.

Dielectric in Electrostatic Field: Formulation, Basis and Method to Solve the Problems
/ Shafranov, M D
[JINRP1199148] [P1199148]
External links: Fulltext Fulltext

6.

The linear equations method to solve boundary problems of electrostatics and examples of its application to electron optics
/ Topuriya, T.P. ; Shafranov, M.D.
[JINRP1198262]

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8.

Electrostatics Problems of Multiwire Proportional Chambers with Dielectric in the Operational Volume
/ Shafranov, M D
[JINRP1399318] [P1399318]
External links: Fulltext Fulltext

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10.

Electrostatics problems of multiwire proportional chambers with dielectric in the operational volume
/ Shafranov, M.D. ; Topuriya, T.P.
[JINRP1399318]

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12.

Algebraic variationaliterative method to solve boundary problems of electrostatics in systems satisfying the Laplace equation
/ Shafranov, M.D.
[JINRP1198103]

13.

Algebraic iterative method to solve boundary problems of arbitrary electrostatic systems satisfying the Laplace equation
/ Shafranov, M.D.
[JINRE1198255]

14.

Method to solve the main problem of electrostatics for multiwire proportional and drift chambers
/ Shafranov, M.D.
[JINRP1396355]

15.

On the property of being a basis for a denumerable set of solutions of a nonlinear schrodingertype boundaryvalue problem
/ Zhidkov, P.E.
[JINRE598109]
