Orthogonal Rotation: Get Info & Tips

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    Orthogonal Rotation
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SUMMARY

The discussion centers on the topic of orthogonal rotation, specifically the rotation of bases or vectors in an orthogonal basis. The user seeks resources that provide clear explanations of this concept, indicating difficulty in understanding the material from their textbook. A recommendation is made for the Wikipedia page on rotation matrices, which is noted as a helpful resource for grasping the fundamentals of orthogonal rotation.

PREREQUISITES
  • Understanding of linear algebra concepts, particularly vector spaces.
  • Familiarity with orthogonal bases and their properties.
  • Knowledge of rotation matrices and their applications in transformations.
  • Basic proficiency in mathematical notation and terminology.
NEXT STEPS
  • Explore the Wikipedia page on rotation matrices for foundational knowledge.
  • Study the properties of orthogonal bases in linear algebra.
  • Investigate applications of orthogonal rotation in computer graphics.
  • Learn about the Gram-Schmidt process for orthogonalization of vectors.
USEFUL FOR

Students of linear algebra, mathematicians, and anyone interested in understanding vector transformations and orthogonal rotations in various applications.

Petrus
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Hello MHB,
Do anyone know any good page that give you good describe when you rotate with orthogonal. I mean when you rotate base or vector in a orthogonal base ( hope this make sense) cause I did not understand from my book :(

Regards,
$$|\pi\rangle$$
 
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