Mathematical methods and physico-mechanical fields. – 2021. – 64, no. 1

 

 

Contents

2021, 64, ¹ 1

text(00e)

1–4

Bondarenko V. M., Styopochkina M. V. On transitivity coefficients for minimal posets with non-positive quadratic Tits form

2021, 64, ¹ 1

abstracts (01a)

5–14

Koporkh K. M., Zarichnyi M. Ì. On the space of open maps of the Cantor set

2021, 64, ¹ 1

abstracts (02a)

15–20

Gutik O. V., Pozdniakova I. V. On the semigroup which is generated by exten­ded bicyclic semigroup and -closed family

2021, 64, ¹ 1

abstracts (03a)

21–34

Grigorenko Ya. M., Bespalova O. I. The generalized finite integral transfor­ma­tions method in linear and nonlinear static problems for shallow shells

2021, 64, ¹ 1

abstracts (04a)

35–53

Stankevych V. Z. Analysis of 3-D problems of dynamic loading of elastic piece­wise-homogeneous bodies with internal cracks

2021, 64, ¹ 1

abstracts (05a)

54–72

Sulym H. T., Pasternak Ia. M., Tretyak T. V. Modeling of deformable thermo­elas­tic thread-like inclusions in isotropic medium

2021, 64, ¹ 1

abstracts (06a)

73–86

Protsiuk B. V. Determination of static thermoelastic state of layered thermosen­si­tive plate, cylinder and sphere

2021, 64, ¹ 1

abstracts (07a)

87–106

Piddubniak O. P., Piddubniak N. G. Non-stationary temperature dis­tribution in a thermally insulated concentric cylindrical channel with biomass moving under the influence of rotation of electrically heated helix

2021, 64, ¹ 1

abstracts (08a)

107–123

Kryvyi O. F., Morozov Yu. O. The influence of concentrated forces and heat sources on the distribution of stresses in the interface of two different transversely isotropic half-spaces

2021, 64, ¹ 1

abstracts (09a)

124–136

Yankovskii A. P. Modeling of thermoelastoplastic deformation of re­inforced plates. I. Structural model of the reinforced medium

2021, 64, ¹ 1

abstracts (10a)

137–148

Kalynyak B. M. Temperature fields that do not cause stresses in an inhomo­ge­neous axysymmetric hollow cylinder

2021, 64, ¹ 1

abstracts (11a)

149–160

Maksymovych O. V., Lazorko Î., Solyar T. Ya. Studies of two-di­mensional gra­vitational stresses in anisotropic media based on integral Sherman-type equations

2021, 64, ¹ 1

abstracts (12a)

161–170