Full list of publications: |
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Citations (Crossref Cited-By Service + Math-Net.Ru) |
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Articles
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1. |
P. S. Gevorgyan, I. Pop, “Movability of Morphisms in an Enriched Pro-Category and in a $J$-Shape Category”, Journal of Contemporary Mathematical Analysis, 59:1 (2024), 13–28 |
2. |
P. S. Gevorgyan, “Bi-equivariant fibrations”, Topology and its Applications, 329 (2023), 1–9 , arXiv: 2307.11488 |
3. |
P. S. Gevorgyan, Melendez Quitzeh Morales, “Universal space for binary $G$-spaces”, Topology and its Applications, 329 (2023), 1–8 |
4. |
P. S. Gevorgyan, “Equivariant Fibrations”, Journal of Mathematical Sciences, 276:4 (2023), 490–497 |
5. |
P. S. Gevorgyan, “On Orbit Spaces of Distributive Binary $G$-Spaces”, Math. Notes, 112:2 (2022), 177–182 , arXiv: 2308.12257 |
6. |
P. S. Gevorgyan, A. A. Nazaryan, “On Orbits and Bi-invariant Subsets of Binary $G$-Spaces”, Math. Notes, 109:1 (2021), 38–45 , arXiv: 2307.07236 |
7. |
P. S. Gevorgyan, “Shape theory”, Journal of Mathematical Sciences (United States), 259:5 (2021), 583–627 , arXiv: 2307.12899 |
8. |
P. S. Gevorgyan, “Equivariant bundles”, Proceedings of the International Conference “Classical and Modern Geometry” Dedicated to the 100th Anniversary of the Birth of Professor Vyacheslav Timofeevich Bazylev. Moscow, April 22-25, 2019. Part 2, Itogi Nauki i Tekhniki. Ser. Sovrem. Mat. Pril. Temat. Obz., 180, VINITI, Moscow, 2020, 23–30 |
9. |
P. S. Gevorgyan, I. Pop, “Movable morphisms in strong shape category”, Topology and its Applications, 275 (2020), 1–17
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1
[x]
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10. |
P. S. Gevorgyan, R. Jimenez, “On equivariant fibrations of $G$-CW-complexes”, Sb. Math., 210:10 (2019), 1428–1433 , arXiv: 2308.02953 |
11. |
P. S. Gevorgyan, “Shape theory”, J. Math. Sci., 259:5 (2021), 583–627 |
12. |
P. S. Gevorgyan, I. Pop, “Shape dimension of maps”, Buletinul Academiei de Ştiinţe a Republicii Moldova. Matematica, 86:1 (2018), 3–11 , arXiv: 2308.13843
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[x]
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13. |
P. S. Gevorgyan, “Groups of Invertible Binary Operations of a Topological Space”, Journal of Contemporary Mathematical Analysis, 53:1 (2018), 16–20 , arXiv: 2307.16539
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3
[x]
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14. |
P. S. Gevorgyan, S. D. Iliadis, “Groups of generalized isotopies and generalized G-spaces”, Matematicki Vesnik, 70:2 (2018), 110–119 |
15. |
P. S. Gevorgyan, I. Pop, “On the $n$-movability of maps”, Topology and its Applications, 221 (2017), 309–325
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3
[x]
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16. |
P. S. Gevorgyan, S. D. Iliadis, Yu. V. Sadovnichy, “Universality on frames”, Topology and its Applications, 220 (2017), 173–188
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7
[x]
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17. |
P. S. Gevorgyan, I. Pop, “Movability and Uniform Movability of Shape Morphisms”, Bulletin of the Polish Academy of Sciences. Mathematics, 64 (2016), 69–83
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1
[x]
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18. |
P. S. Gevorgyan, “Groups of binary operations and binary $G$-spaces”, Topology and its Applications, 201 (2016), 18–28 , arXiv: 2307.06256
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8
[x]
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19. |
P. S. Gevorgyan, I. Pop, “Movability and co-movability of shape morphisms”, ArXiv e-prints, 2016, 1–24 , arXiv: 1603.03606 |
20. |
P. S. Gevorgyan, “On Binary $G$-Spaces”, Math. Notes, 96:4 (2014), 600–602 |
21. |
Gevorgyan P.S., “Yu. M. Smirnov's general equivariant shape theory”, Topology and its Applications, 160 (2013), 1232–1236 , arXiv: 2307.06012
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1
[x]
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22. |
P. S. Gevorgyan, “Equivariant movability of topological groups”, Topology and its Applications, 159 (2012), 1761–1766 , arXiv: 2308.01679
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3
[x]
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23. |
T. A. Avakyan, P. S. Gevorgyan, “Strong movable categories and strong movability of topological spaces”, Journal of Contemporary Mathematical Analysis, 45:1 (2010), 52–29 , arXiv: 2308.06640
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2
[x]
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24. |
P. S. Gevorgyan, I. Pop, “Uniformly Movable Categories and Uniform Movability of Topological Spaces”, Bulletin Polish Acad. Sci. Math., 55 (2007), 229–242 , arXiv: 2308.04425
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7
[x]
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25. |
P. S. Gevorgyan, “Some questions of equivariant movability”, Glasnik Matematicki, 39 (2004), 185–198 , arXiv: math/0105092
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3
[x]
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26. |
P. S. Gevorgyan, “Movable categories”, Glasnik Matematicki, 38 (2003), 177–183 , arXiv: math/0105058
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4
[x]
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27. |
P. S. Gevorkyan, “Voprosy ekvivariantnoi podvizhnosti $G$-prostranstv”, Vestnik Moskovskogo universiteta. Seriya 1: Matematika. Mekhanika, 2 (2003), 59–63 |
28. |
P. S. Gevorgyan, “Shape Morphisms to Transitive $G$-Spaces”, Math. Notes, 72:6 (2002), 757–762 |
29. |
P. S. Gevorgyan, “On a Movability Criterion”, Math. Notes, 71:2 (2002), 281–284 |
30. |
P. S. Gevorgyan, “Equivariant Freudenthal theorem and equivariant $n$-movability”, Russian Math. Surveys, 56:1 (2001), 156–157 |
31. |
P. S. Gevorgyan, “Algebraic characterization of movable spaces”, Algebra, Geometry and Applications, 1 (2001), 12–18 |
32. |
P. S. Gevorgyan, “Remarks on generalized shapes”, J. Contemp. Math. Anal., 36:2 (2002), 83–88 |
33. |
P. S. Gevorgyan, “Equivariant generalization of Freudenthal’s theorem. Equivariant $n$- mobility”, Proceedings of the YSU, Physical and Mathematial Scineces, 2001, no. 2, 137–140 |
34. |
P. S. Gevorgyan, “On equivariant movability of plane invariant compacts”, Proceedings of the YSU, Physical and Mathematial Scineces, 2001, no. 3, 26–30 |
35. |
P. S. Gevorkian, “On movability of topological spaces”, J. Contemp. Math. Anal., 35:3 (2000), 77–81 |
36. |
P. S. Gevorkian, “An equivariant generalization of Arens-Ellis theorem”, Journal of contemporary mathematical analysis, 31 (1996), 70–75 |
37. |
P. S. Gevorgyan, “The majorants in the classes of the wick-eqvivalent $G$-mobile compacts”, Proceedings of the YSU, Physical and Mathematical Sciences, 1995, no. 1, 19–22 |
38. |
P. S. Gevorgyan, “On a peculiarity of $G$-movable compacts”, Proceedings of the YSU, Physical and Mathematical Sciences, 1994, no. 1, 26–31 |
39. |
P. S. Gevorgyan, “Majorants for $G$-movable compacta”, Russian Math. Surveys, 44:1 (1989), 241–242 |
40. |
P. S. Gevorgyan, “On the $G$-movability of $G$-spaces”, Russian Math. Surveys, 43:3 (1988), 203–204 |
ArXiv
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41. |
P. S. Gevorgyan, Movable categories, 2001 , 6 pp., arXiv: math/0105058 |
42. |
P. S. Gevorgyan, Some questions of equivariant movability, 2001 , 12 pp., arXiv: math/0105092 |
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