Select Keyboard:
Türkçe ▾
  1. Türkçe
  2. English
  3. العربية
  4. Dansk
  5. Deutsch
  6. Ελληνικά
  7. Español
  8. فارسی
  9. Français
  10. Italiano
  11. Kurdî
  12. Nederlands
  13. Polski
  14. Português Brasileiro
  15. Português
  16. Русский
  17. Suomi
  18. Svenska
  19. 中文注音符号
  20. 中文仓颉输入法
X
"1234567890*-Bksp
Tabqwertyuıopğü,
CapsasdfghjklşiEnter
Shift<zxcvbnmöç.Shift
AltGr

euclidean spaces

listen to the pronunciation of euclidean spaces
İngilizce - İngilizce
plural form of Euclidean space
Euclidean space
Ordinary two- or three-dimensional space, characterised by an infinite extent along each dimension and a constant distance between any pair of parallel lines
Euclidean space
Any real vector space on which a real-valued inner product (and, consequently, a metric) is defined
Euclidean space
In geometry, a two-or three-dimensional space in which the axioms and postulates of Euclidean geometry apply; also, a space in any finite number of dimensions, in which points are designated by coordinates (one for each dimension) and the distance between two points is given by a distance formula. The only conception of physical space for over 2,000 years, it remains the most compelling and useful way of modeling the world as it is experienced. Though non-Euclidean spaces, such as those that emerge from elliptic geometry and hyperbolic geometry, have led scientists to a better understanding of the universe and of mathematics itself, Euclidean space remains the point of departure for their study
euclidean space
a space in which Euclid's axioms and definitions apply; a metric space that is linear and finite-dimensional