1.
On periodic solutions of a multidimensional degenerate diffusion equation. (Russian)
Dynamics of Continuous Media, Collect. Sci. Works, Novosibirsk, 15, 1975,~55--65.

2.
First boundary value problem for some classes of quasilinear elliptic degenerate
equations. (Russian)
Dynamics of Continuous Media, Collect. Sci. Works, Novosibirsk, 17, 1974,~31--42.

3.
A priori estimates of generalized solutions of quasilinear degenerate elliptic equations. (Russian)
Differ. Uravn. 1976. V.~12, No.~1. P.~69--78.

4.
A priori estimates of generalized solutions of quasilinear degenerate elliptic equations. (English)
Differ. Equ. 1977. V.~12. P.~48--54.

5.
The Dirichlet problem for some classes of degenerate elliptic equations
in nondivergent form. (Russian)
Partial Differential Equations, Proceedings of S.L.~Sobolev Seminar, Novosibirsk,
2, 1976,~15--18.

6.
First boundary value problem for elliptic equations with implicit degeneration. (Russian)
Dynamics of Continuous Media, Collect. Sci. Works, Novosibirsk, 27, 1976,~66--77.

7.
A priori priori estimates of solutions of the equation for the propagation
of freshwater. (Russian)
Preprint, Institute of Mathematics, Novosibirsk, 1977. 18~p.

8.
Some boundary value problems for a class of parabolic degenerate equations. (English) %\?
The Fifth Soviet-Czechoslovak Meeting on Applications of Methods
of Function Theory and Functional Analysis to Problems of Mathematical
Physics, Novosibirsk, 1977,~115--118.

9.
Boundary value problems for degenerate quasilinear elliptic equations
and parabolic equations. (Russian)
Thesis of Candidate of Physical and Mathematical Sciences Dissertation,
Novosibirsk, 1978. 16~p.

10.
A boundary value problem for a class of nonuniformly parabolic equations
which arises when describing the process of desalination of water. (Russian)
Dynamics of Continuous Media, Collect. Sci. Works, Novosibirsk, 36, 1978,~38--45.

11.
A mixed problem for a class of nonclassical equations. (Russian)
Differ. Uravn. 1979. V.~15, No.~2. P.~272--280.

12.
A mixed problem for a class of nonclassical equations. (English)
Differ. Equ. 1979. V.~15. P.~186--191.

13.
A mixed problem for the equation $u_{tt}-\vec\Phi(\nabla u)-\Delta u_t=f$ in the space. (Russian)
Application of the Methods of Functional Analysis to Problems
of Mathematical Physics and Numerical Analysis, Collect. Sci. Works,
Novosibirsk, 1979,~57--64.

14.
A boundary value problem for a class of third order equations. (Russian)
Dokl. Akad. Nauk SSSR. 1979. V.~249, No.~3. P.~536--540.

15.
A boundary value problem for a class of third order equations. (English)
Sov. Math., Dokl. 1979. V.~20. P.~1301--1304.


16.
A boundary value problem for a class of third order equations. (Russian)
Differ. Uravn. 1980. V.~16, No.~1. P.~89--92.

17.
A boundary-value problem for a class of third-order equations. (English)
Differ. Equ. 1980. V.~16. P.~62--67.

18.
Solvability of the mixed problem for nonlinear equations with third order dissipation. (Russian)
Correct Boundary Value Problems for Nonclassical Equations of Mathematical Physics,
Collect. Sci. Works, Novosibirsk, 1980,~98--102.


19.  A mixed problem for some classes of third order equations. (Russian)
Preprint, Institute of Theoretical and Applied Mechanics, Novosibirsk, 1980. 38~p.
With Larkin~N.A. and  Yanenko~N.N.

20.
On a regularization of equations of variable type. (Russian)
Dokl. Akad. Nauk SSSR. 1980. V.~252, No.~3. P.~525--527. With Larkin~N.A. and  Yanenko~N.N.

On a regularization of equations of variable type. (English)
Sov. Math., Dokl. 1980. V.~21. P.~758--761. With Larkin~N.A. and  Yanenko~N.N.

21.
A~mixed problem for a class of third order equations. (Russian)
Sib. Mat. Zh. 1981. V.~22, No.~6. P.~81--86. With Larkin~N.A. and  Yanenko~N.N.

22.
A~mixed problem for a class of equations of third order. (English)
Sib. Math.~J. 1982. V.~22. P.~867--872. With Larkin~N.A. and  Yanenko~N.N.

23.
Boundary value problems for third order equations in divergent form. (Russian)
Correct boundary value problems for nonclassical equations of mathematical physics,
Collect. Sci. Works, Novosibirsk, 1981,~103--107.
%\?Boundary problems for equations in divergent form. (Russian)


24.
A boundary value problem for a class of equations of mixed type in space. (Russian)
Boundary Value Problems of Mathematical Physics, Collect. Sci. Works, Kiev, 1981,~50--52.


25.
Boundary value problems for odd order equations. (Russian)
Usp. Mat. Nauk. 1982. V.~37, No.~4. P.~109.

26.
On a class of nonlinear equations of $2n + 1$ order. (Russian)
Nonclassical Equations of Mathematical Physics, Collect. Sci. Works, Novosibirsk,
1982,~103--105.

27.
A mixed type problem for a class of quasilinear evolution equations of third order. (Russian)
Boundary Value Problems for Nonlinear Equations, Collect. Sci. Works,
Novosibirsk, 1982,~118--128.


28.
A mixed problem for some classes of nonlinear third-order equations. (Russian)
Mat. Sb. 1982. V.~118(160), No.~4. P.~504--522.

29.
A mixed problem for some classes of nonlinear third-order equations. (English)
Math. USSR, Sb. 1983. V.~46. P.~507--525.

30.
A mixed problem for strongly nonlinear multidimensional equations of third order. (Russian)
General Theory of Boundary Value Problems, Kiev, 1983,~270--271.

31.
On the regularization of an equation of variable type. (Russian)
Application of Methods of Functional Analysis to Nonclassical Equations of
Mathematical Physics, Collect. Sci. Works, Novosibirsk, 1983,~157-162.

32.
A boundary value problem for a class of strongly nonlinear equations of composite type. (Russian)
Nonclassical Equations and Equations of Mixed Type, Collect. Sci. Works,
Novosibirsk, 1983,~91--107.

33.
Estimates of solutions and existence theorems for higher order nonlinear parabolic equations. (Russian)
Tr. Semin. S.L.~Soboleva, 1, 1984,~65--83.

34.
On solvability of first boundary value problem for some classes of nonlinear
parabolic equations of high order. (Russian)
Nonclassical Equations of Mathematical Physics, Collect. Sci. Works, Novosibirsk,
1985,~93--106.

35.
On solvability of a boundary value problem and properties of solutions for some classes
of odd order equations. (Russian)
Applications of Methods of Function Theory and Functional Analysis to
Problems of Mathematical Physics, the Ninth Soviet--Czechoslovak Meeting, Donetsk, 1986, p.~69.

36.
On solvability of boundary value problems and properties of solutions for some classes
of odd order equations.
Abstracts of All-Union Conference ``Differential Equations and Their Applications'',
Ashkhabad, 1986, p.~97.

37.
Correct boundary problems for linear and nonlinear third-order equations. (English)
Mixed type equations, Teubner-Texte Math. 19986. V.~90. P.~142--156.

38.
A remark on nonlinear parabolic high order equations in nondivirgent form with
one spatial variable. (Russian)
Nonclassical Equations of Mathematical Physics, Collect. Sci. Works, Novosibirsk,
1986,~69--75.

39.
On estimates of solutions for a class of higher order nonlinear elliptic equations. (Russian)
Dokl. Akad. Nauk SSSR. 1986. V.~286, No.~2. P.~279--284.

40.
On estimates of solutions for a class of higher order nonlinear elliptic equations. (English)
Sov. Math., Dokl. 1986. V.~33. P.~73--77. %NB

41.
On solvability of a boundary value problem and properties of solutions
for a class of third order equations. (Russian)
Preprint, No.~11, Institute of Mathematics, Novosibirsk, 1986. 39~p.

42.
On statement and solvability of boundary value problem for a class of equations
unsolved with respect to time variable. (Russian)
Boundary Value Problems for Nonclassical Equations of Mathematical Physics,
Collect. Sci. Works, Novosibirsk, 1987,~84--98.

43.
A mixed problem in the infinite cylinder for third order equations. (Russian)
Applications of Methods of Function Theory and Functional Analysis to Problems
of Mathematical Physics, Collect. Sci. Works, Novosibirsk, 1987,~59--65.

44.
Boundary value problems for mixed-composite type equations. (Russian)
Classical and Nonclassical Boundary Value Problems for Partial Differential
Equations, Special Functions, Integral Equations and their Applications,
Abstracts, Kuibyshev, 1987, p.~81.

45.
Some remarks on pseudohyperbolic equations with the dissipation of the
third order changing direction. (Russian)
Applications of Methods of Functional Analysis to Nonclassical Equations of
Mathematical Physics, Collect. Sci. Works, Novosibirsk, 1988,~85--93.

46.
Boundary value problems and properties of solutions for third order equations. (Russian)
Preprint, Institute of Mathematics, Novosibirsk, 29, 1988. 33~p.

47.
On an analogue of the maximum principle for pseudohyperbolic third order equations. (Russian)
Applications of Methods of Functional Analysis to Nonclassical Equations of
Mathematical Physics, Collect. Sci. Works, Novosibirsk, 1989,~122--127.

48.
On properties of solutions of evolution equations of third order. (English) %\?
Proc. 4th Conf. on Differential Equations and their Applications,
Ruse, Bulgaria, 1989, p.~157.

49.
Positivity of solutions of nonlinear pseudoparabolic equations. (Russian)
Partial Differential Equations, Collect. Sci. Works, Novosibirsk, 1989,~79--92.


50.
On quasilinear hyperbolic and pseudohyperbolic equations describing the motion
of electrons in superconductors. (Russian)
Boundary Value Problems for Nonclassical Equations of Mathematical Physics,
Collect. Sci. Works, Novosibirsk, 1989,~37--47.

51.
Estimates of solutions and existence theorems for fourth order elliptic equations
with the composite operator in the principal part. (Russian)
Rep. Enlarged Sess. Semin. I.~Vekua Inst. Appl. Math. 1989. V.~4, No.~1. P.~63--66.

52.
Estimates of solutions and existence theorems for fourth order elliptic equations
with the composite operator in the principal part. (Russian)
Embedding Theorems and their Applications to Problems of Mathematical Physics,
Collect. Sci. Works, Novosibirsk, 1989,~113--126.


53.
Boundary value problems and properties of solutions for equations of the third order. (Russian)
Differ. Uravn. 1989. V.~25, No.~12. P.~2143--2153.

54.
Boundary value problems and properties of solutions for equations of the third order. (English)
Differ. Equ. 1989. V.~25, No.~12. P.~1528--1537. %NB

55.
To the theory of composite type equations. (Russian)
Differential Equations and Optimal Control, Ashkhabad, 1990,~76--77.

56.
On the stabilization when $t\rightarrow \infty$ solutions of a class of nonlinear
third order equations. (Russian)
Well-Posed Boundary Value Problems for Nonclassical Equations,
Collect. Sci. Works, Novosibirsk, 1990,~16--24.

57.
Boundary value problems for some classes of third order equations. (Russian)
Nonlinear Boundary Value Problems, Acad. Sci. Ukr. 1990. No.~2. P.~51--56.

58.
Boundary value problems for the equations of mathematical physics of odd order. Textbook.
(Russian) Novosibirsk: NGU, 1990. 132~p.

59.
To the theory of composite type equations. (Russian)
Bull. Sib. Math. Soc.  1990. P.~43--44.

60.
On some third order equations in infinite domains. (Russian)
Nonclassical Equations and Equations of Mixed Type.
Collection of scientific works. Novosibirsk: Inst. Mat. SO AN SSSR, 1990,~122--129.

61.
Comparison theorems and solvability of boundary value problems for some classes
of evolution equations of pseudoparabolic and pseudohyperbolic type. (Russian)
Preprint, No.~17, Institute of Mathematics, Novosibirsk,  1990. 30~p.

62.
On properties of solutions for a class of pseudoparabolic equations. (Russian)
Dokl. Akad. Nauk, Ross. Akad. Nauk. 1992. V.~326, No.~5. P.~781--786.

63.
On properties of solutions for a class of pseudoparabolic equations. (English)
Russ. Acad. Sci., Dokl., Math. 1993. V.~46, No.~2. P.~359--363.

64.
On properties of solutions for a class of degenerate Sobolev--Galpern equations. (Russian)
Conf. ``Ill-Posed Problems of Mathematical Physics and Analysis,'' Novosibirsk,
1992,~109--110.

65.
To the theory of composite type equations. (Russian)
Thesis of dissertation of Doctor of Physical and Mathematical Sciences,
Novosibirsk, 1993. 25~p.

66.
Degenerate Sobolev--Galpern equations. (English)
EQUADIFF-8, Bratislava, 1993. P.~1.

67.
A remark to one viscoelasticity problem related to the damped wave equation in noncylindrical domains.
 (Russian)
 Nonclassical Equations of Mathematical Physics.
 Novosibirsk: Novosibirsk Gos. University, 1993. P.~99--103. %NB

68.
Some models of electrodynamics of superconductors. (Russian)
International Symposium on Computer Tomography, Novosibirsk, 1993. 1~p.

69.
Certain classes of degenerate Sobolev--Galpern equations. (English)
Sib. Adv. Math. 1994. V.~4, No.~1. P.~65--94.

70.
Boundary value problems for some classes of higher-order equations
that are unsolved with respect to the highest derivative. (Russian)
Sib. Mat. Zh. 1994. V.~35, No.~2. P.~359--376.

71. Boundary value problems for some classes
of~higher-order equations that are unsolved with respect to the highest derivative. (English)
Sib. Math.~J. 1994. V.~35, No.~2. P.~324--340.

72.
Well-posedness of initial boundary value problems and properties.
of solutions for parabolic equations with nonlinear nonlocal sources. (Russian)
Dokl. Akad. Nauk, Ross. Akad. Nauk. 1994. V.~336, No.~2. P.~161--164.



73.  Well-posedness of initial boundary value problems and properties of
solutions for parabolic equations with nonlinear nonlocal sources. (English)
Russ. Acad. Sci., Dokl. Math. 1994.  V.~49, No.~3. P.~484--488.

74.
Parabolic equations with nonlocal nonlinear source. (Russian)
Sib. Mat. Zh. 1994. V.~35, No.~5. P.~1062--1073.

75. Parabolic equations with nonlocal nonlinear source. (English)
Sib. Math.~J. 1994. V.~35, No.~5. P.~945--956.

76.
On a mathematical model describing the process of penetration
electrons in the system ``Superconductor-insulator-superconductor''.
International Conference on Mathematical Modeling, Yakutsk, 1994,~140--141.

77.
On the theory of nonclassical equations of mathematical physics. (Russian)
Conditionally Well-Posed Problems, TVP, Moscow, 1994,~299--321.
With Vragov~V.N., Pyatkov~S.G., and Glazatov~S.G.

78.
Mixed boundary value problem for the composite type equation. (Russian)
Conditionally Well-Posed Problems, TVP, Moscow, 1994,~330--332.

79.
Higher order nonlinear parabolic equations with one space variable. (English)
Mat. Zamet. YaGU. 1994. V.~1, No.~1. P.~83--107.

80.
Some classes of composite type equations. (Russian)
International Conference AMSA-95, Novosibirsk, 1995, 1~p.

81.
Composite type equations and their applications. (English)
International Conference IWOTA-95, Regensburg, Germany, 1995, 1~p.

82.
On the question of well-posed boundary value problems for differential equations
with indefinite characteristic form. (Russian)
Mat. Zamet. YaGU. 1995. V.~1, No.~2. P.~91--98.

83.
Exact solutions for a class of equations connected with problems of plasma physics. (Russian)
Mat. Zamet. YaGU. 1995. V.~2, No.~2. P.~45--51.

84.
A problem with oblique derivative for some nonclassical equations. (Russian)
Siberian Conference on Nonclassical Equations of mathematical Physics,
Novosibirsk, 1995, 1~p.

85.
A problem with oblique derivative for some pseudoparabolic equations and equations close to them. (Russian)
Sib. Mat. Zh., 1996. V.~37, No.~6. P.~1335--1346.

86. A problem with oblique derivative for some pseudoparabolic equations and equations close to them.
(English)
Sib. Math.~J. 1996. V.~37, No.~6. P.~1171--1181.

87.
Solvability of boundary value problems and properties of solutions to composite type equations. (English)
 Differential Equation Theory. New York: Nova Science Publishers,  1996. P.~63--94.

88.
On solvability of an initial-boundary value problem for one class of nonlinear
pseudoparabolic high-order equations. (Russian)
Mat. Zamet. YaGU. 1996. V.~3, No.~1. P.~75--86.

89.
On a nonlocal problem for composite type third order equations. (Russian)
Mat. Zamet. YaGU. 1996. V.~3, No.~2. P.~45--54.

90.
Existence of ``almost regular'' solutions to a boundary value problem for a class
of linear Sobolev equations of odd order. (Russian)
Mat. Zamet. YaGU. 1997. V.~4, No.~1. P.~29--37.

91.
Existence of regular solutions to the first boundary value problem for a class
of Sobolev type equations with varying direction. (Russian)
Mat. Zamet. YaGU. 1997. V.~4, No.~2. P.~39--48.

92.
Questions of posing and solvability of linear inverse problems for elliptic equations.  (English)
J.~Inverse Ill-Posed Probl. 1997. V.~5, No.~4, P.~337--352.

93.
A mixed problem for a class of degenerate pseudoparabolic systems. (Russian)
Proceedings of International Seminar ``Differential Equations and Applications,''
Samara, 1997,~47--59.

94.
An initial-value problem for a generalized Boussinesq equation with nonlinear source. (Russian)
Mathematical Models and their Research Methods, Abstracts, Krasnoyarsk, 1997, 1~p.

95.
Regular solutions of degenerate Sobolev type equations. (Russian)
International Conference on Mathematical Modeling, Yakutsk, 1997,~35--36.

96.  Regular solutions for some Sobolev-type degenerate equations. (Russian)
Dokl. Akad. Nauk, Ross. Akad. Nauk. 1998. V.~363, No.~4. P.~447--449.

97. Regular solutions for some Sobolev-type degenerate equations. (English)
Dokl. Math. 1998. V.~58, No.~3. P.~411--413.

98.  On a~nonlinear equation  of viscoelastisity in noncylindrical domains. (Russian)
Mat. Zamet. YGU. 1998. V.~5, No.~2. P.~107--117.

99. Some classes of nonstationary equations with growing lower terms. (Russian)
Sib. Mat.~Zh.  1998.  V.~39, No.4. P.~875--885.

100.  Some classes of nonstationary equations with growing lower terms. (English)
Sib. Math.~J. 1998. V.~39, No.~4.  P.~755--764.    %год исправить %NB

101. Equations of composite type and inverse problems. (Russian)
 Ushekhi Mat. Nauk. 1998. V.~53, No.~4. P.~189

102. Equations of composite type and nonlinear inverse problems for elliptic and parabolic equations.
(Russian) (Preprint/RAN. Sibirsk. Otdel. Inst. Mat, No.~54), Novosibirsk, 1998.  29~p.

103. Degenerate Sobolev-type equations. (Russian)
Nonclassical Equations of Mathematical Physics.
The Third Siberian congress on applied and industrial mathematics (INPRIM-98),
dedicated to the memory of S.L.~Sobolev,
Novosibirsk, Russia, June 22--27, 1998.
Novosibirsk:  Inst. Mat. Im. S.L.~Soboleva SO RAN, 1998. P.~4--13.

104. Initial-boundary value problem for generalized Boussinesq type equations with nonlinear source. (Russian)
Mat. Zamet. 1999. V.~65, No.~1. P.~70--75.    %NB

105. Initial boundary value problem for generalized Boussinesq type equations with nonlinear source.
(English)
 Math. Notes. 1999. V.~65, No.~1. P.~59--63. %NB

106.On a nonlinear equation of viscoelastisity in noncylindrical domains. (English)
Mat. Zamet. YaGU. 1999. V.~6, No.~2.  P.~107--117.

107.
Solvability of boundary value problems for strongly nonlinear equations
of viscoelasticity in noncylindrical domains. (Russian)
 Mat. Zamet. YaGU. 1999. V.~6, No.~1.  P.~36--45. With Larkin~N.A.

108. The third order strongly nonlinear equations in noncylindrical domains. (Russian)
 Abstracts: International Conference ``Mathematical Models and Methods for Their Studying,''
Krasnoyarsk, August 18--24, 1999,  p.~122.  With Larkin~N.A.

109.  Composite type equations and some of their applications. (Russian)
 Abstracts: International Conference ``Differential and Integral Equations,''
Chelyabinsk, June 22--26, 1999,  p.~65.

110.  Composite Type Equations and Inverse Problems. (English)
Utrecht: VSP, 1999.  171~p. (Inverse and Ill-Posed Problems Series).

111.
Initial boundary value problem for generalized Boussinesq type equation with nonlinear source. (Russian)
 Mat. Zamet.  1999. V.~65, No.~1. P.~70--75.

112.  Initial boundary value problem for generalized Boussinesq type equation with nonlinear source.
Math. Notes. 1999. V.~65, No.~1.   P.~59--63.

113.
Some inverse problems for a fourth-order parabolic equation. (Russian)
Mat. Zamet. YaGU. 2000. V.~7, No.~1. P.~35--48.  With Kirillova~G.A.   %NB

114. The wave equation with nonlinear dissipation in~noncylindrical domains. (Russian)
Dokl. Akad. Nauk, Ross. Akad. Nauk. 2000. V.~374, No.~1. P.~17--19. With Larkin~N.A.   %NB

115. The wave equation with nonlinear dissipation in~noncylindrical domains. (English)
Dokl. Math. 2000. V.~62, No.~2. P.~159--162. With Larkin~N.A.   %NB

116.
On a~multidimensional strongly nonlinear equation of third order in non-cylindrical domains. (Russian)
Nonclassical Equations of Mathematical Physics.
The fourth Siberian congress on applied and industrial mathematics (INPRIM-2000),
dedicated to the memory of M.A.~Lavrentev (1900--1980),
Novosibirsk, Russia, June 26-July 1, 2000.
Novosibirsk:  Inst. Mat. Im. S.L.~Soboleva SO RAN, 2000,~107--115.

117.  The problem of finding coefficients at lower-order terms of a weakly coupled parabolic system. (Russian)
Mat. Zamet. YaGU. 2000. V.~7, No.~2. P.~49--61.     %NB

118.
Inverse problems and ``loaded" composite type equation equations. (English)
Nonlinear Bound. Value Probl. (Inst. Prikl. Mat. i Mech., Donetsk). 2000, V.~10,~109--116.

119. On solvability of boundary value problems for the wave equation
with a nonlinear dissipation in noncylindrical domains. (Russian)
Sib. Mat. Zh. 2001. V.~42, No.~6. P.~1278--1299. With Larkin~N.A.

120.  On solvability of boundary-value problems for the wave equation
with~a~nonlinear dissipation in~noncylindrical domains. (English)
Sib. Math.~J. 2001. V.~42, No.~6.  P.~1062--1081.  With Larkin~N.A.   %NB исправить название

121. Nonlinear inverse problems for elliptic equations. (English)
J.~Inverse Ill-Posed Probl. 2001. T.~9, No.~4. P.~413--424.

122.  On a nonlocal boundary value problem for an elliptic equation. (Russian)
Mat. Zamet. YaGU. 2001. V.~8, No.~1.  P.~33--49.

123. Ordinary Differential Equations. (Russian)
Yuzhno-Sakhalinsk: Yuzhno-Sakhalinsk. Inst. Ekonomiki i Prava, 2001. 137~p.

124.   On solvability of some nonlinear inverse problems for partial differential equations.
(English) %|?
Proceedings of the  III International Conference on Mathematical Modeling, Yakutsk, 2001,~36--37.

125. Nonlocal problems and loaded equations. (Russian)
Proceedings of the International Conference
``Mathematical Models and Methods for Their Studying,''  Krasnoyarsk, 2001,~324--325.

126.  On nonlinear evolutionary equations in noncylindrical domains. (Russian)
Proceedings of the International Conference
``Nonlinear Partial Differential Equations,''  Kyiv, 2001, p.~73.

127.  On solvability of a~time-nonlocal boundary problem for  an~equation with multiple characteristics.
(Russian)
Mat. Zamet. YaGU. 2001. V.~8, No.~2.  P.~49--56.    %\?27--40

128. On determining sources in a linearized Korteweg-de Vries equation. (Russian)
Mat. Zamet. YaGU. 2002. V.~9, No.~2. P.~74--82.  %NB net v spiske

129.  Composite type equations and  inverse problems. (Russian)
Proceedings of the  International Conference ``Differential and Integral Equations.
Mathematical Models,''  February 4--8, 2002, Chelyabinsk, 2002,  p.~50.

130.
A conjugation problem for a class of composite-type equations of variable direction. (Russian)
Kozhanov~A.I. (ed.) Nonclassical Equations of Mathematical Physics.
Novosibirsk:   Inst. Mat. Im. S.L.~Soboleva SO RAN, 2002,~96--109.

131.  Viscoelasticity equation with nonlinear boundary conditions. (English) %\?
Differ. Integral Equ.  2002. V.~15, No.~12. P.~1475--1492. With Larkin~N.A.

132.  The problem of determining solution and the right part of special kind
in a~parabolic equation. (Russian)
 Inverse Problems and Information Technologies.
Yugorskii Inst. Inform. Tekhn.,  2002, V.~1, No.~3,~13--41.

133.  On solvability of an inverse problem with an unknown coefficient and
right-hand side for a~parabolic equation. (English)
J.~Inverse Ill-Posed Probl. 2002. V.~10, No.~6. P.~611--627.  %NB этой работы вообще нет

134.
Vragov Vladimir Nikolaevich (1945--2002). (Russian)
Kozhanov~A.I. (ed.)
Nonclassical Equations of Mathematical Physics.
Novosibirsk:   Inst. Mat. Im. S.L.~Soboleva SO RAN, 2002,~3--5.
With Lavrentev~M.M., Zelenyak~T.I., and Nakhushev~A.M.  %NB

135.  An inverse problem with an unknown coefficient and right-hand side for a parabolic equation.~II.
(English)
Inverse Ill-Posed Probl. 2003. V.~11, No.~5. P.~505--522.

136.  Solvability of some nonlinear inverse problems for one equation with multiple characteristics.
(Russian)
Vestnik NGU. Ser. Mat. Mekh. Inform.  2003. V.~3, No.~3.  P.~34--51.

137. New results on solvability of nonlinear inverse problems. (Russian)
Proceedings of the International Scientific Conference
``Spectral Theory of Differential Operators and Related Problems,''
Sterlitamak, 2003,~154--156.

138. Composite type equations and inverse problems. (Russian)
 Proceedings of the International Scientific Conference
``Modern Problems of Mathematical Physics and Information Technologies,''
  Uzbekistan National University, Tashkent, 2003,~50--53.

139.   New results on solvability of inverse problems for partial differential equations. (Russian)
 Abstracts: International Conference ``Nonlinear Partial Differential Equations,''
Donetsk, 2003,  p.~115.

140.  A time-nonlocal boundary problem for linear parabolic equations. (Russian)
Sib. Zh. Ind. Mat. 2004.  V.~7, No.~1. P.~51--60.
4. Кожанов~А.И. Нелокальная по времени краевая задача для линейных параболических уравнений. Сибирский журнал индустриальной математики. 2004. Т.~7, №~1(17). С.~51--60.

141. On a nonlocal boundary value problem with variable
coefficients for the heat equation and the Aller equation. (Russian)
Differ. Uravn. 2004. V.~40, No.~6. P.~763--774.

142.   On a nonlocal boundary value problem with variable
coefficients for the heat equation and the Aller equation. (English)
 Differ. Equ. 2004. V.~40, No.~6. P.~815--826.

143. Nonlinear loaded equations and inverse problems. (Russian)
Zh. Vychisl. Mat. Mat. Fiz. 2004. V.~44, No.~4. P.~694--716.

144.   Nonlinear loaded equations and inverse problems.  (English)
Comput. Math. Math. Phys.  2004. V.~44, No.~4.  P.~657--678.

145.    A time-nonlocal boundary value problem for the one-dimensional
equation with multiple characteristics. (Russian)
Mat. Zamet. YaGU. 2004, V.~11, No.~1. P.~41--57.

146.  Nonlocal problems for some classes of nonstationary partial equations. (Russian)
 Materials of the International Russian--Kazakhstan Symposium
 ``Composite Type Equations and Related Problems of Analysis and Informatics.''
NII Prikl. Mat. Avtom., Nalchik,  2004,~123.

147.  Nonlocal problems and loaded equations. (Russian)
Proceedings of the IV International Conference on Mathematical Modeling,
Yakutsk Gos. University, Yakutsk, 2004,~20--21.

148.  Nonlocal equations for differential equations and their connection with inverse problems. (Russian)
 Materials of the International Scientific Conference
``Actual Problems of Mathematics and Mechanics,''
Proceedings of the Lobachevskii Center in Mathematics, Kazan,  2004, V.~25,  p.~142.

149. Parabolic equations with unknown coefficients. (Russian)
 Materials of the International Conference
``Differential Equations and Related Problems,''  Moscow, 2004, p.~116.

150. An integral-time problem for the heat equation. (Russian)
 Actual Problems of Mathematics and Mathematical Models of Modern Natural Science.
 Ufa, 2004,~5--15. With Abdrakhmanov~A.M.

151.  Solvability of the boundary value problem with nonlocal boundary condition
for linear parabolic equations. (Russian)
Vestnik SamGTU. Ser.  Fiz.-Mat., 2004, No.~30,~63--69.

152. A~nonlinear loaded parabolic equation and a~related inverse problem. (Russian)
Mat. Zamet. 2004. V.~76, No.~6. P.~840--853.
153. A~nonlinear loaded parabolic equation and a~related inverse problem. (English)
Math. Notes. 2004. V.~76, No.~6. P.~784--795.

154.  Nonlinear inverse problem with integral overdetermination for parabolic systems. (Russian)
 Mat. Zamet. YaGU. 2005, V.~12, No.~1.  P.~34--66.

155. Solvability of a~parabolic inverse problem with unknown coefficient and unknown right part. (Russian)
Mat. Zamet. YaGU. 2005, V.~12, No.~1. P.~29--45. With Borisova~L.~F.

156.
Inverse problem for a parabolic equation with unknown coefficient of a~special form. (Russian)
Nonclassical Equations of Mathematical Physics.
Proceedings of the seminar dedicated to the 60th birthday of Prof. V.N.~Vragov, October 3--5, 2005.
Novosibirsk:  Inst. Mat. Im. S.L.~Soboleva SO RAN, 2005,~167--176.


157. Solvability of the inverse problem of finding thermal conductivity. (Russian)
Sib. Mat. Zh. 2005. V.~46, No.~5. P.~1053--1071.

158. Solvability of the inverse problem of finding thermal conductivity. (English)
Sib. Math.~J. 2005. V.~46, No.~5. P.~841--856.   %NB

159.  Parabolic equations with an unknown time-dependent coefficient. (Russian)
Zh. Vychisl. Mat. i Mat. Fiziki. 2005, V.~45, No.~12.  2168--2184.

160.
Parabolic equations with an unknown time-dependent coefficient. (English)
Comput. Math. Math. Phys. 2005. V.~45, No.~12. P.~2085--2101.

161. Boundary value problems with integral conditions for multidimensional hyperbolic equations. (Russian)
Dokl. Akad. Nauk, Ross. Akad. Nauk. 2005. V.~404, No.~5. P.~589--592.  With Pulkina~L.S.

162.  Boundary value problems with integral conditions for multidimensional hyperbolic equations. (English)
Dokl. Ross. Akad. Nauk 404(5), 589-592 (2005)
Dokl. Math. 2005. V.~72, No.~2. P.~743--746.  With Pulkina~L.S.  %NB

163. Linear and Nonlinear Inverse Problems for Parabolic Equations. (English)
 Utrecht: VSP, 2006. 200~p. (Inverse and Ill-Posed Problems Series).  %NB

164. Inverse problems for a~hyperbolic equation:
the case of time-depending unknown coefficients. (Russian)
 Vestnik NGU. Ser. Mat., Mekh., Inform. 2006. V.~6, No.~1. P.~3--18. With Valitov~I.R.

165. On the solvability of boundary value problems with
a~nonlocal boundary condition of integral form for multidimensional hyperbolic equations. (Russian)
Differ. Uravn. 2006 V.~42, No.~9. P.~1166--1179. With Pulkina~L.S.

166. On the solvability of boundary value problems with
a~nonlocal boundary condition of integral form for multidimensional hyperbolic equations. (English)
Differ. Uravn. 42(9), 1166-1179 (2006)
Differ. Equ.  2006, V.~42, No.~9. P.~1233--1246. With Pulkina~L.S.  %NB

167. Inverse problems for an equation with multiple characteristic:
the case of a~time-depending unknown coefficient. (Russian)
Dokl. Adygei sk. (Cherkesskoi) International Akad. Nauk. 2005, V.~8, No.~1,~38--49.

168. Parabolic equations with an unknown absorption coefficient. (Russian)
Dokl. Akad. Nauk., Ross. Akad. Nauk. 2006. V.~409, No.~6. P.~740--743.

169. Parabolic equations with an unknown absorption coefficient. (English)
Dokl. Math. 2006. V.~74, No.~1.  P.~573--576.

170. Solvability of some nonlinear inverse problems for composite type equations. (Russian)
 Proceedings of the III International Conference
``Nonlocal Boundary Value Problems and Related Problems of Biology, Informatics, and Physics,''
Nalchik, 2006,~42--51.

171. A problem with a nonlocal boundary condition for one class of odd-order equations. (Russian)
Izv. Vyssh. Uchebn. Zaved., Mat. 2007. No.~5. P.~3--12. With Abdrakhmanov~A.M.

172.  A problem with a~nonlocal boundary condition for one class of odd-order equations. (English)
Russian Math. 2007. V.~51, No.~5. P.~1--10.  With Abdrakhmanov~A.M.  %NB

173. Solvability of some hyperbolic inverse problems with two unknown coefficients. (Russian)
Mat. Zamet. YaGU. 2007. V.~14, No.~1.  P.~3--16. With Valitov~I.R.

174. On one problem of population dynamics.  (Russian)
Mat. Zamet. YaGU. 2007. V.~14, No.~2. P.~39--49.

175. Solvability of some spatially nonlocal boundary value problems
for linear parabolic equations.  (Russian)
Vestnik SamGU. Estestv. Ser.  2008. No.~3(62). P.~165--174.

176. Solvability of inverse problems for recovery of coefficients in composite type equations.  (Russian)
Vestnik NGU. Ser. Mat. Mekh. Inform. 2008. V.~8, No.~3. P.~81--99.

177. A~problem with oblique derivative for  $(2m+1)$-parabolic equations.  (Russian)
Mat. Zamet. YaGU. 2008. V.~15, No.~1. P.~3--11. With Abdrakhmanov~A.M.

178. Solvability of the inverse problem of finding
a~leading coefficient in a~composite type equation. (Russian)
 Vestnik Yukhno-Uralsk. Gos. University 2008. V.~1, No.~15. P.~27--36.

179. Ordinary Differential Equations. Part~I. The Main Course.  (Russian)
 Novosibirsk: NGU, 2008.  190~p.  With Amandus~N.E. and  Shchvab~I.V.

180. Composite type equations and  inverse problems.  (Russian)
Proceedings of the International Russian--Azerba{i}dzhan Symposium
``Mixed Type Equations and Related Problems of Analysis and Informatics.''
Nalchik, 2008, p.~95.

181. Fundamental sciences and IT-technologies in Novosibirsk State University.  (Russian)
Proceedings of the International Conference ``Education, Science, Sport, and Tourism in Renaissance,''
Ashkhabad, Turkmenia, 2008,~206--207. With  Lavrentev Jr. M.M.

182.  Composite type equations with unknown coefficients.  (Russian)
Proceedings of the International Conference
``Differential Equations. Functional Spaces. Approximation Theory,''
Dedicated to S.L.~Sobolev on the Occasion of His 100 Birthday, Novosibirsk, 2008, p.~160.

183.  Composite type equations and related problems.  (Russian)
Proceedings of the International Conference
``Differential Equations and Related Problems,'' Sterlitamak, 2008,~74--75.

184. Solvability of the first initial-boundary value problem
for one class of degenerate Sobolev type equations of higher  order.  (Russian)
 Nonclassical Equations of Mathematical Physics,
Proceedings of the International Conference
``Differential Equations, Function Theory, and Applications,''
Dedicated to I.N.~Bekua on the Occasion of His 100 Birthday,
Sobolev Inst. Mat., Novosibirsk, 2007,~172--181.

185. Inverse problems for involution equations.  (Russian)
Sib. Electr. Math. Reports 2008. V.~5. P.~549--580.
With Anikonov~Yu.~E., Abasheeva~N.L., Ayupova~N.B., Neshchadim~M.V., and Valitov~I.R.

186. The inverse problem for determining the absorption coefficient
in the one-dimensional equation of nonlinear diffusion. (Russian)
Mat. Zamet. YaGU. 2008. V.~15, No.~2. P.~31--47.

187. Solvability of some spatially nonlocal boundary value problems for second-order
linear hyperbolic equations. (Russian)
Dokl. Akad. Nauk, Ross. Akad. Nauk. 2009. V.~427, No.~6. P.~747--749.

188. Solvability of some spatially nonlocal boundary value problems for second-order
linear hyperbolic equations. (English)
Dokl. Math. 2009.  V.~80, No.~1.  P.~599--601.  %NB

189. Solvability of boundary value problems for quasilinear ultraparabolic
equations of some mathematical models of dynamics of biological systems. (Russian)
 Sib. Zh. Ind. Mat.  2009. V.~12, No.~4. P.~64--78.

190.  Solvability of some boundary value problems  with displacement
for nonlinear hyperbolic equations.  (Russian)
Mat. Zh. (Kazakhstan). 2009. V.~9, No.~2. P.~78--92. With Pulkina~L.S.

191. The boundary value problem with an integrodifferential boundary condition for
linear parabolic equations.  (Russian)
Mat. Zamet. YaGU. 2009. V. 16, No.~2. P.~42--50.

192. Solvability of nonlinear boundary value problems for recovery of coefficients
in the heat equation.  (Russian)
 Proceedings of the International Conference ``Modern Problems of Mathematics, Mechanics, and Some of
Their  Applications,''
Dedicated to V.A.~Sadovnichii on the Occasion of His 70 Birthday,
Moscow University, Moscow,  2009,~159--160.

193. Solvability of nonlocal boundary value problems with the general
Samarskii boundary condition.  (Russian)
Proceedings of the All-Russia Conference ``Mathematics in Applications,''
Dedicated to S.K. Godunov on the Occasion of His 80 Birthday,
Sobolev Inst. Mat., Novosibirsk, 2009, p.~145.

194. Solvability of boundary value problems with the nonlocal
Bitsadze--Samarskii condition for linear hyperbolic equations. (Russian)
Dokl. Akad. Nauk, Ross. Akad. Nauk. 2010. V.~432, No.~6. P.~738--740.

195. Solvability of boundary value problems with the nonlocal
Bitsadze--Samarskii condition for linear hyperbolic equations. (English)
Dokl. Math. 2010. V.~81, No.~3. P.~467--470.

196. Solvability of the coefficient inverse problems of some Sobolev type equations. (Russian)
Nauch. Vedomosti Belgorod Gos. University Mat. Fiz. 2010. P.~88--98.

197. Linear inverse problems for parabolic and hyperbolic equations. (English)
J.~Inverse Ill-Posed Probl. 2010. V.~18, No.~1. P.~1--24. With Safiullova R.R.

198. Solvability of some boundary value problems  with displacement
for pseudohyperbolic equations. (Russian)
Vestnik NGU. Ser. Mat. Mekh. Inform. 2010. V.~10, No.~3. P.~63--75. With Popov~N.S.

199. Nonlocal problems for linear hyperbolic equations with
boundary conditions containing the variable derivative. (Russian)
Dokl. Adygei sk. (Cherkesskoi) International Akad. Nauk.  2010. V.~12, No.~1. P.~40--52.


201.
Solvability of the first initial boundary-value problem
for quasilinear pseudoparabolic equations. (Russian)
Nonclassical Equations of Mathematical Physics, Sobolev Inst. Mat., Novosibirsk, 2010,~\?--\?.
With Amirov~Sh.

О разрешимости краевых задач для квазилинейных ультрапараболических уравнений некоторых математических моделей динамики биологических систем
Сиб. журн. индустр. матем., 12:4 (2009),  64-78	

202.
On the solvability of boundary value problems for quasilinear ultraparabolic equations in some mathematical models
of the dynamics of biological systems. (English)
J.~Appl. Indust. Math. 2010. V.~4, No.~4. P.~512--525.

 О разрешимости некоторых задач со смещением для псевдопараболических уравнений
А. И. Кожанов, Н. С. Попов
Вестн. НГУ. Сер. матем., мех., информ., 10:3 (2010),  46-62	

 Kozhanov~A.I. On the solvability of boundary-value problems with nonlocal and integral conditions
for parabolic equations.  Nonlinear boundary-value problems
О разрешимости краевых задач с нелокальными и
интегральными условиями для параболических уравнений. Нелинейные
граничные задачи. Донецк (Украина): ИПММ, 2010. Т.~20. С.~54-76.

О разрешимости некоторых пространственно нелокальных краевых задач для линейных гиперболических уравнений второго порядка
Матем. заметки, 90:2 (2011),  254-268	
Math. Notes, 2011, 90:2, 238-249	
On the solvability of certain spatially nonlocal boundary-value problems for linear hyperbolic equations of second order

Линейные обратные задачи для одного класса вырождающихся уравнений соболевского типа
А. И. Кожанов
Вестн. ЮУрГУ. Сер. Матем. моделирование и программирование, 2012, № 11,  33-42	

СМЕШАННАЯ ЗАДАЧА ДЛЯ ОДНОГО КЛАССА СИЛЬНО-НЕЛИНЕЙНЫХ УРАВНЕНИЙ
СОБОЛЕВСКОГО ТИПА ВЫСОКОГО ПОРЯДКА
ДОКЛАДЫ АКАДЕМИИ НАУК, 2013, том 451, № 5, с. 492-494
Ш. Амиров, А. И. Кожанов
Mixed Boundary Value Problem for a Class
of Strongly Nonlinear Sobolev-Type Equations of Higher Order
Dokl. Math., 2013, Vol. 88, No. 1,   446-448.
 Amirov, A.I. Kozhanov, 2013,

ЗАДАЧИ С УСЛОВИЯМИ ИНТЕГРАЛЬНОГО ВИДА ДЛЯ НЕКОТОРЫХ КЛАССОВ НЕСТАЦИОНАРНЫХ УРАВНЕНИЙ
ДОКЛАДЫ АКАДЕМИИ НАУК, 2014, том 457, № 2, с. 152-156
Problems with Integral-Type Conditions for Some Classes of Nonstationary Equations
Dokl. Math., 2014, Vol. 90, No. 1,   440-443.

\by Kozhanov~A.I. and Potapova~S.V.
\paper The Dirichlet problem for a~class of composite type equations  with a~discontinuous coefficient at the higher derivative
\jour Far Eastern Math.~J.
 Задача Дирихле для одного класса уравнений составного типа с разрывным коэффициентом при старшей производной
А. И. Кожанов, С. В. Потапова
Дальневост. матем. журн., 14:1 (2014),  48-65

РАЗРЕШИМОСТЬ СМЕШАННОЙ ЗАДАЧИ
ДЛЯ НЕКОТОРЫХ СИЛЬНО НЕЛИНЕЙНЫХ УРАВНЕНИЙ
СОБОЛЕВСКОГО ТИПА ВЫСОКОГО ПОРЯДКА
Ш. Амиров, А. И. Кожанов

Сибирский журнал индустриальной математики
Октябрь-декабрь, 2014. Том XVII, № 4(60) 14--30

Задача сопряжения для некоторых неклассических дифференциальных
уравнений высокого порядка
"Укр. мат. вестник", т. 11, N2, 2014, с. 181-202
The conjugation problem for some nonclassical high-order differential equations
Aleksandr I. Kozhanov and Evgenii F. Sharin
J.~Math. Sci., Vol. 204, No. 3, January, 2015

Kozhanov~A.I.
On  the  solvability of spatially nonlocal problems with conditions of
integral form for some classes of nonstationary equations.
Differ. Equ. 51:8 (2015) 1043-1050.

 \by    Kozhanov~A.I.
 \paper
 The problem of finding coefficients at lower-order terms of a weakly coupled parabolic system
 \jour Mat. Zametki YaGU
 \yr   2000
\vol       7
 \issue     2
 \pages      49--61
\endref
%Кожанов~А.~И.
% Задача об определении коэффициентов при младших членах в слабо связанной параболической системе

 \by         Kozhanov A.I.
 \paper
An inverse problem with an unknown coefficient and right-hand side for a parabolic equation.~II
 \jour J.~Inverse Ill-Posed Probl.
 \yr                      2003
\vol                          11
 \issue                         5
 \pages                          505--522
\endref


 \by     Kozhanov~A.I.
 \paper
On solvability of an inverse problem with an unknown
coefficient and right-hand side for a~parabolic equation
 \jour J.~Inverse Ill-Posed Probl.
 \yr                      2002
\vol                          10
 \issue                         6
 \pages                          611--627
\endref

\mref{16.}
   Kozhanov~A.I.,
``Inverse problems and `loaded' composite type equations,''
in: Nonlinear Boundary-Value Problems, Donetsk,  2000, {\bf10},~109--116.
\endmref


Conjugate Problem for a Third Order Equation with Multiple Characteristics and a Positive Function at the Higher Order Derivative
with  S.V. Potapova  J.~Math. Sci.
June 2016, Volume 215, Issue 4, pp 510-516
Translated from Vestnik Novosibirskogo Gosudarstvennogo Universiteta: Seriya Matematika, Mekhanika, Informatika 15, No. 2, 2015,   51-59.



 \by     Kozhanov~A.I.
 \paper
On solvability of an inverse problem with an unknown
coefficient and right-hand side for a~parabolic equation
 \jour J.~Inverse Ill-Posed Probl.
 \yr                      2002
\vol                          10
 \issue                         6
 \pages                          611--627
\endref

 \by         Kozhanov A.I.
 \paper
An inverse problem with an unknown coefficient and right-hand side for a parabolic equation.~II
 \jour J.~Inverse Ill-Posed Probl.
 \yr                      2003
\vol                          11
 \issue                         5
 \pages                          505--522
\endref
\by    Kozhanov~A.I.
 \paper
 The problem of finding coefficients at lower-order terms of a weakly coupled parabolic system
 \jour Mat. Zametki YaGU
 \yr   2000
\vol       7
 \issue     2
 \pages      49--61
\endref
%Кожанов~А.~И.
% Задача об определении коэффициентов при младших членах в слабо связанной параболической системе

 Kozhanov~A.I., Safiullova,~R.R. Linear inverse problems for parabolic and hyperbolic equations. Journal of Inverse and Ill--Posed Problems. 2010, V.~18, No.~1. P.~1--24.



A.I.~Kozhanov,
``Certain classes of degenerate Sobolev--Galpern equations,''
Siberian Adv. Math., {\bf4}, No.~1, 65--94 (1994).


 Ш. Амиров, А. И. Кожанов
Глобальная разрешимость начально-краевых задач для некоторых нелинейных аналогов уравнения Буссинеска
Матем. заметки, 2016, том 99,   выпуск 2,       страницы 171-180

Sh. Amirov, A. I. Kozhanov
Global Solvability of Initial Boundary-Value Problems for Nonlinear Analogs of the Boussinesq Equation
Math. Notes, 2016, 99:2, 183-191



\end{document}
10. Kozhanov~A.I., Lukina~G.A. Nonlocal problems with an integral boundary condition for the differential equations of odd order.
Sib. Electron. Math. Rep. 2016. V.~13. P.~452--466.
10. Кожанов~А.И., Лукина~Г.А. Нелокальные задачи с интегральным условием для дифференциальных уравнений нечетного порядка. Сибирские электронные математические известия. 2016. Т.~13. С.~451--466.



8. Kozhanov~A.I. Solvability of boundary value problems for linear parabolic equations with an integral condition in a~time variable.
Math. Notes SVFU. 2014, 21:4, 17--25.
8. Кожанов АИ Разрешимость краевых задач для линейных параболических уравнений в случае задания интегрального по временной переменной условия
Kozhanov~A.I.
Study of the solvability of some volterra-type integral and integro-differential equations of third kind.
Dokl. Math. 2018. V.~478, No.~3. P.~38--41.
Исследование разрешимости некоторых интегральных и интегро-дифференциальных уравнений третьего рода вольтеровского типа.
Доклады Академии наук. 2018. Т.~478, № 3. C.~262--265.

Уравнение теплопроводности с неизвестным коэффициентом теплоёмкости
Сиб. журн. индустр. матем., 2020, том 23,	номер 1,	страницы 93-106
The Heat Transfer Equation with an Unknown Heat Capacity Coefficient
J. Appl. Ind. Math. Volume 14, Issue 1, January 2020 Pages 104-114