Category:Orthogonality

**orthogonality**
	two vectors are said to be orthogonal if their scalar product is zero
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Subclass of	mathematical property;
Different from	orthogonality; orthonormality; orthogonality; orthogonality; orthogonality principle; orthogonal functions; orthogonal polynomials;
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<nowiki>ortogonalidad; 正交; merőlegesség; ortogonaltasun; ортогональность; Orthogonalität; Артаганальнасць; Ортогоналност; Ортогоналност; Ortogonalitet; ortogonallik; 直交; orthogonaal; Ortogonalitet; orthogonality; אורתוגונליות; ortogonalita; 正交; 正交; orthogonality; 직교; Ortogonalnost; orteco; ortogonalita; ортогональність; ortogonalità; অভিলম্ব; orthogonalité; ortogonalitet; ортаганальнасьць; تعامد; 正交; ortogonalidade; ortogonal; 正交; Ortogonalnost; Trực giao; нормалност; kohtisuoruus; Օրթոգոնալություն; Ортогоналност; ortogonalnost; Ortogonalidad; Ortogonalidade; 正交; Ортогоналдуулук; ortogonalność; ortogonalitet; Ortoqanal; Orthogonality; 正交; Ортогоналлĕх; orthogonoledd; ortogonalidade; تعامد (جبر خطي); 正交; ortogonalitate; doi vectori se numesc ortogonali dacă produsul lor scalar este zero; 数学用語の一つ; deux vecteurs sont dits orthogonaux si leur produit scalaire est nul; relacja między wektorami i podprzestrzeniami liniowymi; Meetkundemodel; xeneralización da noción de perpendicularidade á álxebra linear das formas bilineares; Tên gọi của tính vuông góc; Begriff aus der Mathematik; euklidisen geometrian käsite; two vectors are said to be orthogonal if their scalar product is zero; يقال أن المتجهتين متعامدتين إذا كان جدائهما القياسي يساوي الصفر; 垂直概念的廣義表述; generalización de la noción geométrica de perpendicularidad; ortogonal; orthogonal; ortogonal; Ortogonalitat; Orthogonale; Orthogonal; عمود; 正交函数; Нормалност; ortogonal; Perpendikulareco; Ortogonalo; orthogonalita; ortogonální funkce; ortogonální; ortogonálnost; ortonormální funkce; kolmost; Ortogonal; wektory ortogonalne; משלים אורתוגונלי; אורתוגונלי; ניצבות; ניצב; orthogonale code; Ortogonal basis; Ortogonalbasis; Vinkelret; Ortogonal; orthogonal; orthogonal signal; Normalnost; Ортогонален; ortogonal; معامدًا; متعامد; تعامد; ортогоналност; Perpendikulær; Rett vinkel; Ortogonal; Vinkelrett</nowiki>

Orthogonality is the relation of two lines at right angles to one another (perpendicularity), and the generalization of this relation into n dimensions; and to a variety of mathematical relations thought of as describing non-overlapping, uncorrelated, or independent objects of some kind.

Subcategories

This category has the following 2 subcategories, out of 2 total.

O

Orthogonal circles (34 F)
Orthographic projections (8 C, 32 F)

Media in category "Orthogonality"

The following 17 files are in this category, out of 17 total.

Cardioid-penc.svg 504 × 396; 20 KB
Cassini-hyp.svg 512 × 336; 26 KB
Constant lines in a coordinate system.svg 473 × 480; 27 KB
Ebenenschar- Parallelität & Orthogonalität.webm 8 min 5 s, 1,920 × 1,080; 11.77 MB
Function (2t + 3) (45t2+9t−17).svg 800 × 800; 27 KB
Kreis-orthog-traj.svg 324 × 324; 3 KB
Kreise-isot.svg 436 × 436; 24 KB
Orthogonal decomposition unit vector 2.svg 331 × 325; 20 KB
Orthogonal decomposition unit vector rotation.svg 310 × 334; 35 KB
Orthogonal trajectories.jpg 552 × 503; 50 KB
OrthogonalCirclesPencil.svg 481 × 297; 31 KB
Orthotransversal.png 1,360 × 1,360; 127 KB
Ortogonal unit vectors.jpg 850 × 440; 32 KB
Parabel-orth-traj.svg 382 × 297; 18 KB
PSM V79 D460 Upper portion of a thigh-bone along orthogonal trajectories.png 1,693 × 1,601; 388 KB
Retta-ortogonale-piano.png 886 × 880; 47 KB
XctauRoundTrip3.png 700 × 369; 97 KB