Search for "Orientation geometry" in article titles:

  1. Orientation (geometry): In geometry, the orientation, angular position, attitude, or direction of an object such as a line, plane or rigid body is part of the description of how it is placed in the space it occupies. More specifically, it refers to ... (Geometry) [100%] 2023-11-11 [Orientation (geometry)] [Euclidean geometry]...

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  1. Orientation: The notion of Orientation is a formalization and far-reaching generalization of the concept of direction on a curve. The orientation of special classes of spaces is defined (cf. (Mathematics) [100%] 2024-01-02
  2. Orientation (mental): Orientation is a function of the mind involving awareness of three dimensions: time, place and person. Problems with orientation lead to disorientation, and can be due to various conditions, from delirium to intoxication. (Mental) [100%] 2023-12-20 [Cognition]
  3. Orientation (sign language): In sign languages, orientation (ORI) is the distinctive relative degree of rotation of the hand when signing. Orientation is one of five components of a sign, along with handshape (DEZ), location (TAB), movement (SIG), and nonmanual features. (Sign language) [100%] 2024-01-11 [Sign language]
  4. Orientation: Orientation, the term in architecture given to the position of a building generally with reference to the points of the compass, and more especially (as the word implies) to that of the East. It would seem that some of the ... [100%] 2022-09-02
  5. Orientation (computer vision): In computer vision and image processing a common assumption is that sufficiently small image regions can be characterized as locally one-dimensional, e.g., in terms of lines or edges. For natural images this assumption is usually correct except at ... (Computer vision) [100%] 2024-01-11 [Computer vision]
  6. Orientation (vector space): The orientation of a real vector space or simply orientation of a vector space is the arbitrary choice of which ordered bases are "positively" oriented and which are "negatively" oriented. In the three-dimensional Euclidean space, right-handed bases are ... (Vector space) [100%] 2024-10-16 [Linear algebra] [Analytic geometry]...
  7. Orientations: Orientations is a bimonthly print magazine published in Hong Kong and distributed worldwide since 1969. It is an authoritative source of information on the many and varied aspects of the arts of East and Southeast Asia, the Himalayas, the Indian ... [90%] 2024-01-11 [Visual arts magazines] [Asian art]...
  8. Geometry: Hello, and welcome to Wikiversity's online geometry course! A course in plane and solid geometry will investigate the basic concepts of Euclidean geometry. [88%] 2024-01-21 [Geometry] [Mathematics courses]...
  9. Geometry: With arithmetic, geometry is one of the earliest fields of mathematics. Geometry derives from the Ancient Greek words geo-, which means "earth," and metron, which means "measuring." Specifically, it is concerned with the qualities of space that are connected to ... [88%] 2024-01-09 [Geometry]
  10. Geometry (marque): Geometry, also known as Jihe (Chinese name), is a car marque created by the Chinese car company Geely in April 2019. The Geometry brand is mainly focused on the development of electric vehicles or NEVs. (Marque) [88%] 2023-04-07 [Geely brands] [Vehicle manufacturing companies established in 2019]...
  11. Geometry: Geometry is the branch of mathematics that deals with properties of shapes and spatial relationships. It is one of the five most basic branches of pure mathematics, the others being algebra, number theory, analysis, and logic. [88%] 2023-02-24 [Geometry]
  12. Geometry: Geometry (from grc γεωμετρία (geōmetría) 'land measurement'; from γῆ (gê) 'earth, land', and μέτρον (métron) 'a measure') is a branch of mathematics concerned with properties of space such as the distance, shape, size, and relative position of figures. Geometry is, along with arithmetic, one ... (Branch of mathematics) [88%] 2023-09-15 [Geometry]
  13. Geometry: In common parlance, geometry is a branch of mathematics that studies the relationships between figures such as points, lines, polygons, solids, vectors, surfaces and others in a space, such as a plane, a higher dimensional Euclidean space, a sphere or ... [88%] 2023-06-11
  14. Geometry: Geometry (from Ancient Greek γεωμετρία (geōmetría) 'land measurement'; from γῆ (gê) 'earth, land', and μέτρον (métron) 'a measure') is a branch of mathematics concerned with properties of space such as the distance, shape, size, and relative position of figures. Geometry is, along with arithmetic ... (Branch of mathematics) [88%] 2024-01-09 [Geometry]
  15. Geometry: The branch of mathematics whose primary subject is spatial relationships and shapes of bodies. Geometry studies spatial relationships and shapes, while ignoring other properties of real bodies (density, weight, colour, etc.). (Mathematics) [88%] 2023-10-25
  16. Geometry (Automarke): Geometry ist eine Automarke aus der Volksrepublik China. Der Geely-Konzern aus Hangzhou verwendet diese Marke. (Automarke) [88%] 2024-09-08
  17. Geometry: Geometry (englisch für Geometrie) steht für: Musikalben: Siehe auch. [88%] 2024-07-31
  18. Geometry: Geometry (from Ancient Greek γεωμετρία (geōmetría) 'land measurement'; from γῆ (gê) 'earth, land' and μέτρον (métron) 'a measure') is a branch of mathematics concerned with properties of space such as the distance, shape, size, and relative position of figures. Geometry is, along with arithmetic ... (Branch of mathematics) [88%] 2024-11-16 [Geometry]
  19. Geometry (Ivo Perelman album): Geometry is an album by Brazilian jazz saxophonist Ivo Perelman featuring American pianist Borah Bergman, which was recorded in 1996 and released on the English Leo label. In his review for AllMusic, Alex Henderson says that "this CD doesn't ... (Ivo Perelman album) [88%] 2024-12-23 [1997 albums] [Ivo Perelman albums]...

external From search of external encyclopedias:

  1. Bell's theorem ...urpose at hand — to one of two polarization measurement devices of fixed orientation.) ... ''Ann. Math. (2)'' '''37''' n. 4 (1936), p. 823—843. V. S. Varadarajan, Geometry of quantum theory, Springer-Verlag, 1985.
  2. X3D file structure ...' is the basic profile for communicating between applications. It supports geometry, texturing, basic lighting, and animation ...to 3D that hierarchically defines geometry shape, appearance, position and orientation, etc. In other words, all parameters of interest (except some scripted beha ...
  3. X3D navigation and viewing * "LOOKAT" use pointer to select geometry of interest : More formally speaking: (a) collision distance between user and geometry (near culling plane of the view frustrum) (b) viewer height above terrain ( ...
  4. Sculptris ...n at first contact and then create a flat surface around that has the same orientation. This also means that with this option on, this brush can add materials ...ke the Flatten tool, the Smooth tool keeps the overall rounded form of the geometry. ...
  5. X3D graphics principles == Position and orientation == ...to 3D that hierarchically defines geometry shape, appearance, position and orientation, etc. etc. ...
  6. OpenScad beginners tutorial ...dges or face.}} [http://en.wikipedia.org/wiki/Vertex_%28geometry%29 Vertex geometry], Wikipedia, retrieved 17:25, 23 March 2010 (UTC) ...ted manually.}} [http://en.wikipedia.org/wiki/Vertex_%28geometry%29 Vertex geometry], Wikipedia, retrieved 17:25, 23 March 2010 (UTC) ...
  7. Repertory grid technique ...ects, namely learning ability, multidimensional knowledge and professional orientation.}} * Shaw, Mildred L G & Brian R Gaines (1992). Kelly's "Geometry of Psychological Space" and its Significance for Cognitive Modeling, ''The ...
  8. Scientific method/Bibliography ...he quality of American education and our declining scientific and research orientation. Debates are emerging about what direction public universities should be ta ...for the energy required to break molecules of hydrogen into atoms; for the geometry and energy content of CH<sub>2</sub> (the unstable "molecule" in which two ...
  9. Special relativity: kinematics ...l Grossmann, he worked his way through the intricacies of the differential geometry of higher-dimensional curved spaces. This was to result in his theory of ge ... much as plane Euclidean geometry is subsumed in the Gaussian differential geometry of curved surfaces. On the one hand, we can regard SR as approximately vali
  10. X3D grouping and transforms * '''Transform''' is probably the most important node. It controls position, orientation and scale of its children * '''LOD''' (level of detail) provides different levels of geometry quality according to the user's viewpoint ...
  11. Stitch Era - trouble shooting ...efine a closed stroke with an inside). Also read the section "Good vs. bad geometry" below. I shows one kind of "bad vectors". Bad vectors are usually the resu == Good vs. bad geometry == ...
  12. Magnetism: mathematical aspects ...s model, with <math>-B \sum_n \sigma_{z,n}</math> the interaction with any orientation external field (as here, by symmetry, there can be no distinction between p ...um can now be vanishingly small, as a small twist <math>\phi</math> in the orientation <math>\vartheta</math> of each spin relative to its neighbor (say, <math>\v
  13. NMR spectroscopy/Citable Version ...on the number of bonds separating the interacting nuclei as well as on the geometry. For <sup>3</sup>J coupling, i.e., coupling between nuclei separated by th At equilibrium, in a homogeneous magnetic field, although the orientation of the spin magnetic moments of individual nuclei is restricted to certain ...
  14. Visual illusions: An Empirical Explanation ...709/1975). In contemporary terms, information about the size, distance and orientation of objects in space are inevitably conflated in the retinal image (Fig. 1; ...point it appears about 10-15% longer than the minimum length seen when the orientation of the stimulus is horizontal. The data shown is an average of psychophysic
  15. Probabilistic integrals: mathematical aspects ...h representations have also been applied to many problems of differential geometry and related areas, where heat kernels (of semigroups associated to second o ...terms of topics and references, but should be rather considered as a first orientation in a fascinating rapidly expanding area of research.


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