Possibilities of solving elements of multidimensional geometry based on three-dimensional geometry knowledge

Turdimurotova , Nilufar, Турдимуротова , Нилуфар, Turdimurotova , Nilufar

Тамаддун нури · 2026-yil

Annotatsiya

This article discusses the possibilities of representing and solving some problems of multidimensional geometry on the basis of knowledge developed in three-dimensional geometry. Since direct visualization of multidimensional space is difficult, it is methodologically important to explain geometric relations through a three-dimensional model first. The article analyzes the generalization of such concepts as point, vector, line, plane, distance, angle, and projection from three-dimensional space to n-dimensional space.

Maqola ma’lumotlari
MualliflarTurdimurotova , Nilufar, Турдимуротова , Нилуфар, Turdimurotova , Nilufar
JurnalТамаддун нури
NashriyotБеруний тумани ҳокимлиги
Nashr sanasi2026-09-30
Jild9
Betlar200-202
TilIngliz
DOI10.69691/evqkg689
Indeksga qo‘shilgan2026-10-03

Kalit so‘zlar

multidimensional geometry, three-dimensional geometry, coordinates, vector, space, analytical geometry, distance, angle, projection, mathematical modeling., многомерная геометрия, трехмерная геометрия, координаты, вектор, пространство, аналитическая геометрия, расстояние, угол, проекция, математическое моделирование., ko‘p o‘lchamli geometriya, uch o‘lchamli geometriya, koordinatalar, vektor, fazo, analitik geometriya, masofa, burchak, proyeksiya, matematik modellashtirish.

Iqtibos keltirish

APATurdimurotova , Nilufar, Турдимуротова , Нилуфар, & Turdimurotova , Nilufar (2026). POSSIBILITIES OF SOLVING ELEMENTS OF MULTIDIMENSIONAL GEOMETRY BASED ON THREE-DIMENSIONAL GEOMETRY KNOWLEDGE. Тамаддун нури, 9, 200-202. https://doi.org/10.69691/evqkg689
GOST (OAK)Turdimurotova , Nilufar, Турдимуротова , Нилуфар, Turdimurotova , Nilufar POSSIBILITIES OF SOLVING ELEMENTS OF MULTIDIMENSIONAL GEOMETRY BASED ON THREE-DIMENSIONAL GEOMETRY KNOWLEDGE // Тамаддун нури. – 2026. – T. 9. – P. 200-202. – DOI: 10.69691/evqkg689.
MLATurdimurotova , Nilufar, Турдимуротова , Нилуфар, and Turdimurotova , Nilufar. “POSSIBILITIES OF SOLVING ELEMENTS OF MULTIDIMENSIONAL GEOMETRY BASED ON THREE-DIMENSIONAL GEOMETRY KNOWLEDGE.” Тамаддун нури, 9, 200-202, 2026. https://doi.org/10.69691/evqkg689
ChicagoTurdimurotova , Nilufar, Турдимуротова , Нилуфар, and Turdimurotova , Nilufar. “POSSIBILITIES OF SOLVING ELEMENTS OF MULTIDIMENSIONAL GEOMETRY BASED ON THREE-DIMENSIONAL GEOMETRY KNOWLEDGE.” Тамаддун нури, 9, 200-202 (2026). https://doi.org/10.69691/evqkg689
HarvardTurdimurotova , Nilufar, Турдимуротова , Нилуфар, and Turdimurotova , Nilufar (2026) ‘POSSIBILITIES OF SOLVING ELEMENTS OF MULTIDIMENSIONAL GEOMETRY BASED ON THREE-DIMENSIONAL GEOMETRY KNOWLEDGE’, Тамаддун нури, 9, 200-202. https://doi.org/10.69691/evqkg689
BibTeX
@article{turdimurotovanilufar2026,
  title = {POSSIBILITIES OF SOLVING ELEMENTS OF MULTIDIMENSIONAL GEOMETRY BASED ON THREE-DIMENSIONAL GEOMETRY KNOWLEDGE},
  author = {Turdimurotova , Nilufar and Турдимуротова , Нилуфар and Turdimurotova , Nilufar},
  journal = {Тамаддун нури},
  year = {2026},
  volume = {9},
  pages = {200-202},
  doi = {10.69691/evqkg689},
  url = {https://doi.org/10.69691/evqkg689}
}

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