| Предварительный просмотр | Дата выпуска | Заглавие | Автор(ы) |
| 2004 | A boundary value problem for a hyperbolic equation with a third-order wave operator | Korzyuk, V.I. |
| 2006 | A Cauchy-Type Problem for the Diffusion-Wave Equation with Riemann–Liouville Partial Derivative | Ворошилов, Александр Александрович; Килбас, Анатолий Александрович |
| 2001 | A Classical Solution, Weakened on the Axis, of a Centrally Symmetric Mixed Problem for a Three-Dimensional Hyperbolic Equation in Holder Spaces | Yurchuk, N. I.; Yashkin, V. I.; Koku, Charie |
| 2022 | A Critical Review of Additive Manufacturing Techniques and Associated Biomaterials Used in Bone Tissue Engineering | Wu, Yanli; Lu, Yongtao; Zhao, Ming; Bosiakov, Sergei; Li, Lei |
| 2021 | A Critical Review on the Design, Manufacturing and Assessment of the Bone Scaffold for Large Bone Defects | Huo, Y.; Lu, Y.; Meng, L.; Wu, J.; Gong, T.; Zou, J.; Bosiakov, S.; Cheng, L. |
| 2017 | A finite characterization and recognition of intersection graphs of hypergraphs with rank at most 3 and multiplicity at most 2 in the class of threshold graphs | Metelsky, Y.; Schemeleva, K.; Werner, F. |
| 2008 | A Generalization of Lions’ Theorems to Accretive Operator Coefficients for First-Order Operator-Differential Equations with Variable Domains | Lomovtsev, F. E. |
| 2006 | A Generalization of Lions’ Theory to First-Order Evolution Differential Equations with Smooth Operator Coefficients: | Lomovtsev, F. E. |
| 2006 | A Generalization of the Lions Theory for First-Order Evolution Differential Equations with Smooth Operator Coefficients: II | Lomovtsev, F. E. |
| 2003 | A joint description of the boundary exponent sets of a solution of a linear Pfaff system: I | Izobov, N.A.; Krupchik, E.N. |
| 2003 | A joint description of the boundary exponent sets of a solution of a linear Pfaff system: II | Izobov, N.A.; Krupchik, E.N. |
| 1998 | A Khintchine-type version of Schmidt's theorem for planar curves | Bernik, V. I.; Dickinson, H.; Dodson, M. |
| мар-2012 | A Method of Experimental Study of Friction in a Active System | Shcherbakov, S. S.; Sosnovskii, L. A.; Komissarov, V. V. |
| 2017 | A model of mechanothermodynamic entropy in tribology | Sosnovskiy, L. A.; Sherbakov, S. S. |
| 2017 | A new definition of t-entropy for transfer operators | Bakhtin, V. I.; Lebedev, A. V. |
| 2010 | A new local-global principle for quadratic functional fields | Platonov, V. P.; Beniash-Kryvets, V. V. |
| 2008 | A Priori Estimates and Continuous Dependence of Solutions of Mixed Problems for Parabolic Equations As Nonlocal Boundary Conditions Pass into Local Ones | Yurchuk, N. I.; Koku, Charie |
| 2000 | A representation of the quasi-inverse for a class of linear integral operators | Kuleshov, A.A. |
| 2024 | A review on the auxetic mechanical metamaterials and their applications in the field of applied engineering | Siniauskaya, V.; Wang, H.; Liu, Y.; Chen, Y.; Zhuravkov, M.; Lyu, Y. |
| 2003 | An analog of the Bitsadze-Samarskii problem for a mixed type equation with a fractional derivative | Kilbas, A.A.; Repin, O.A. |
