Слово.ру: Балтийский акцент
Концептуальное проецирование как основа манипулятивного воздействия
...
A., Abramzon T. Ye., Rudakova S.
V., Kuznetsov I.
A., Samarokova I.
V., Velikanova S.
S.
Linguo-Cognitive Aspects of Manipulation in Political Discourse // Laplage em Revista 6 (Extra-C). 2020. doi: 10.24115/s2446-622020206extra-c673p.330-337.
Polyakova L.
S., Yuzhakova Yu.
V., Zalavina T. Yu., Dyorina N.
V.
Linguistic Manipulation Means in English Political Discourse // Revista Amazonia Investiga. 2020. Vol. 9, № 33. Р. 27—36. doi: 10.34069/ai/2020.33.09.3.
Troshchenkova E.
V.
Memes ...
О расширении касательного пространства 2-го порядка гладкого многообразия
... Einstein Equation // Axioms. 2021. Vol. 10, № 46. doi:
https://doi
. org/10.3390/axioms10020046.
13. Petrova L. I. Skew-symmetric differential forms. Conservation laws: The foundation of equations of mathematical physics and field theory. M., 2021.
14. Polyakova K. V. Prolongations generated by horizontal vectors // J. Geom. 2019. Vol. 110, № 53. doi:
https://doi.org/10.1007/s00022-019-
0510-2.
15. Witten E. Supersymmetry and Morse theory // J. Differential Geom. 1982. Vol. 17, № 4. P. 661—692.
16. Witten ...
Псевдотензор деформации связностей коконгруэнции K (n - m)m
... space of centered planes // Maths. MDPI. 2021. Vol. 9 (7), № 782.
15. Mansouri A.-R. An extension of Cartan’s method of equivalence to immersions: I. Necessary conditions // Differential Geometry and its Applications. 2009. № 27. P. 635—646.
16. Polyakova K. V. Parallel displacements on the surface of a projective space // J. Math. Sci. 2009. Vol. 162, № 5. P. 675—709.
17. Rahula M. The G. F. Laptev method: fundamental objects of mappings // J. Math. Sci. 2011. Vol. 174. P. 675—697.
18. Scholz ...
Параллельные перенесения в связностях трех типов для коконгруэнции K(n-m)m
... Journal on Numerical Analysis. 2018. Vol. 56, № 4. doi: 10.1137/17M11 30617.
14.
Mansouri A.-R.
An extension of Cartan’s method of equivalence to immersions: I. Necessary conditions // Diff. Geom. and its Appl. 2009. № 27. P. 635—646.
15.
Polyakova K.
V.
Parallel displacements on the surface of a projective space // J. Math. Sci. 2009. Vol. 162, № 5. P. 675—709.
16.
Rahula M.
The G. F. Laptev method: fundamental objects of mappings // J. Math. Sci. 2011. Vol. 174. P. 675—697.
17.
Scholz ...
Продолжения аффинной связности и горизонтальных векторов
... the second order frame bundle // Archivum Mathematicum. 1986. Vol. 22, № 1. Р. 21—28.
10. Kolář I., Vitolo R. Absolute contact differentiation on submanifolds of Cartan space // Diff. Geom. and its Appl. 2010. Vol. 28, iss. 1. P. 19—32.
11. Polyakova K. V. Prolongations generated by horizontal vectors // J. Geom. 2019. № 110. P. 53.
Грассманоподобное многообразие центрированных плоскостей, когда центр описывает поверхность
... short note on Grassmann manifolds with a view to noncommutative geometry // Petsche H. J., Lewis A., Liesen J., Russ S. (eds.). From Past to Future: Graßmann's Work in Context. Springer, 2011. doi:
https://doi.org/10.1007/978-3-0346-0405-5_29
.
21. Polyakova K. V. Parallel displacements on the surface of a projective space // J. Math. Sci. 2009. Vol. 162, № 5. P. 675—709.
22. Rahula M. The G. F. Laptev method: fundamental objects of mappings // J. Math. Sci. 2011. Vol. 174, № 675.
23. Scholz E. H....
Обобщенная билинейная связность на пространстве центрированных плоскостей
... Methods in Mathematical Physics. 2016. arXiv:1311.0733v3.
13. Mansouri A.-R. An extension of Cartan’s method of equivalence to immersions:I. Necessary conditions // Differential Geometry and its Applications. 2009. Vol. 27, № 5. P. 635—646.
14. Polyakova K. V. Parallel displacements on the surface of a projective space // J. Math. Sci. 2009. Vol. 162, № 5. P. 675—709.
15. Rahula M. The G. F. Laptev method: fundamental objects of mappings // J. Math. Sci. 2011. Vol. 174, № 675.
16. Scholz E. ...
Е. А. Полякова — исследователь истории садово-паркового дела (по архивным данным)
... области коммунального садово-паркового дела 20—30-х гг. XX в.
This article, based on archival materials, is devoted to the educational activity of the senior research fellow of the Museum of the City, Ye. A. Polyakova. Her works are dedicated not only to gardening and park facilities of past eras, but also to new trends in public landscape facilities of the 1920s—1930s.
1. Балабко Т. В. Е. А. Полякова — историк «зеленого ...
РАЦИО.ru
Bryushinkin, Vladimir. Kant’s Logic and Synthesis of Ontologies in Intellectual Systems
... Argumentation and Rationality. Kaliningrad, 2008, 214-222. (In Russian)
11. Prospects of Computing Technology Development // AI Reference Aid. Computer Intellectualisation. Ed. By Yu. Smirnov. Moscow, Vysshaya Shkola, 1989, 16 (in Russian).
12. Weinzweig M., Polyakova M. Mechanisms of Thinking and Real-Time Modelling of its Functioning // Intellectual Processes and their Modelling. Ed. By Ye. Velikhov, A. Chernavsky. Moscow, 1987, 212f (in Russian).
13. Winston P.H. Artificial intelligence. 2nd ed. Reading ...
