The article is devoted to the definition of transfinite diameter, the conform module and transfinite module of the condenser, the theoreme of Liouvill, which is proved by means of T. Begbi’s theorem.
| Mualliflar | Нарекеев, Б., Мырзанова, Д. |
|---|---|
| Jurnal | Фан ва жамият |
| Nashriyot | Нукус давлат педагогика институти |
| Nashr sanasi | 2016-03-01 |
| Son | 2 |
| Til | Rus |
| Ilmiy soha | Kimyo |
| Indeksga qo‘shilgan | 2026-08-27 |
функция, конденсатор, компакт, очиқ тўплам, трансфинит диаметр, лимит, доира, конформ модуль, трансфинит модуль, континиум, функция, конденсатор, компакт, открытое множество, трансфинитный диаметр, предел, круг, конформный модуль, трансфинитный модуль, континиум, function, condenser, compact, open set, transfinite diameter, limit, round, conform module, transfinite module, continuum
| APA | Нарекеев, Б., & Мырзанова, Д. (2016). ОБ ОДНОМ ДОКАЗАТЕЛЬСТВЕ ТЕОРЕМЫ ЛИУВИЛЛЯ НА ПЛОСКОСТИ. Фан ва жамият, (2). https://journal.ndpi.uz/index/article/view/2016-2-007 |
|---|---|
| GOST (OAK) | Нарекеев, Б., Мырзанова, Д. ОБ ОДНОМ ДОКАЗАТЕЛЬСТВЕ ТЕОРЕМЫ ЛИУВИЛЛЯ НА ПЛОСКОСТИ // Фан ва жамият. – 2016. – № 2. |
| MLA | Нарекеев, Б., and Мырзанова, Д. “ОБ ОДНОМ ДОКАЗАТЕЛЬСТВЕ ТЕОРЕМЫ ЛИУВИЛЛЯ НА ПЛОСКОСТИ.” Фан ва жамият, (2), 2016. https://journal.ndpi.uz/index/article/view/2016-2-007 |
| Chicago | Нарекеев, Б., and Мырзанова, Д. “ОБ ОДНОМ ДОКАЗАТЕЛЬСТВЕ ТЕОРЕМЫ ЛИУВИЛЛЯ НА ПЛОСКОСТИ.” Фан ва жамият, (2) (2016). https://journal.ndpi.uz/index/article/view/2016-2-007 |
| Harvard | Нарекеев, Б., and Мырзанова, Д (2016) ‘ОБ ОДНОМ ДОКАЗАТЕЛЬСТВЕ ТЕОРЕМЫ ЛИУВИЛЛЯ НА ПЛОСКОСТИ’, Фан ва жамият, (2). https://journal.ndpi.uz/index/article/view/2016-2-007 |
| BibTeX | @article{article2016,
title = {ОБ ОДНОМ ДОКАЗАТЕЛЬСТВЕ ТЕОРЕМЫ ЛИУВИЛЛЯ НА ПЛОСКОСТИ},
author = {Нарекеев, Б. and Мырзанова, Д.},
journal = {Фан ва жамият},
year = {2016},
number = {2},
url = {https://journal.ndpi.uz/index/article/view/2016-2-007}
} |
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