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

tensör analizi

listen to the pronunciation of tensör analizi
التركية - الإنجليزية
tensor analysis
Branch of mathematics concerned with relations or laws that remain valid regardless of the coordinate system used to specify the quantities. Tensors, invented as an extension of vectors, are essential to the study of manifolds. Every vector is a tensor, but tensors are more general and not easily pictured as geometrical objects. A tensor can be thought of as an abstract object defined as a set of components (like geometric coordinates) that, under a transformation of coordinates, undergo a specific type of transformation. While tensors were explored before Albert Einstein, the success of his general theory of relativity led to their widespread exploration and use by mathematicians and physicists