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Examples of the the word, geometry , in a Sentence Context

The word ( geometry ), is the 6162 most frequently used in English word vocabulary

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  1. Advantage of this old sexagesimal subunit is that many angles common in simple, geometry ,are measured as a whole number of degrees. Fractions of a degree may be written
  2. The second postulate (" a line can be extended indefinitely" ) then elliptic, geometry ,arises, where there is no parallel through a point outside a line, and in which
  3. Success of the formalist program was Hilbert's formalization of Euclidean, geometry , and the related demonstration of the consistency of those axioms. In a wider
  4. Theory),OSI Some (mechanics) and Budget (descriptive and higher, geometry ,). In 1877, he was awarded the gold medal for his outstanding solution of the
  5. Asia. Noon The Sudan relates that Anaximander explained some basic notions of, geometry , It also mentions his interest in the measurement of time and associates him
  6. Towards, mathematically. His pioneering work on number theory, analytic, geometry , and the link between algebra and geometry , also had an influence on René
  7. Conic sections and number theory, carried out some early work on analytic, geometry , and worked on" the beginnings of the link between algebra and geometry . "
  8. Geometry, and worked on" the beginnings of the link between algebra and, geometry , " This in turn had an influence on the development of René Descartes's
  9. Shows similarities to Playfair's axiom. And Christopher Flavius. In elementary, geometry , Alien attempted to solve the problem of squaring the circle using the area
  10. By separating the data into bins and then computing the moments from the, geometry ,of the resulting histogram, which effectively becomes a one-pass algorithm for
  11. And most famous, list of axioms are the 4 + 1 Euclid's postulates of plane, geometry , The axioms are referred to as" 4 + 1" because for nearly two millennia the
  12. Theory, ergodic theory, probability,representation theory, and differential, geometry , Combinatorics is an example of a field of mathematics which does not, in
  13. Hence, alkanes form the upper layer in an alkane-water mixture. Molecular, geometry ,The molecular structure of the alkanes directly affects their physical and
  14. Nomenclature is also used for the forms of certain chemical compounds). In, geometry , an n-sided antiprism is a polyhedron composed of two parallel copies of some
  15. Of big sheep ranches) and small farmers, and justified subsidies for them. In, geometry , an angle is the figure formed by two rays sharing a common endpoint, called
  16. Algebra, especially commutative algebra, with the language and the problems of, geometry , It occupies a central place in modern mathematics and has multiple conceptual
  17. To or from ancient Roman or Greek architecture and art. Mainly concerned with, geometry ,and symmetry rather than individual expression. Byzantine - A religious
  18. Line” and“ parallel” with greater flexibility. The development of hyperbolic, geometry ,taught mathematicians that postulates should be regarded as purely formal
  19. Polygon has at least one interior angle that exceeds 180°. *: In Euclidean, geometry , the measures of the interior angles of a triangle add up to π radians, or 180°
  20. As the Sudan seems to suggest, it is very likely that with his knowledge of, geometry , he became the first Greek to accurately determine the equinoxes. Prediction of
  21. Or that infinitely many exist. This choice gives us two alternative forms of, geometry ,in which the interior angles of a triangle add up to exactly 180 degrees or
  22. Of mathematics and theoretical physics, including number theory, differential, geometry , and particle physics. Awards and honors Cones was awarded the Fields Medal in
  23. And are all molecular compounds having trigonal pyramidal molecular, geometry , The trifluoride is prepared by the reaction of with HF: is a powerful Lewis
  24. Important role in modern mathematics. In addition to its obvious importance in, geometry ,and calculus, area is related to the definition of determinants in linear
  25. Itself. The automorphism group is sometimes denoted Diff (M). * In Riemannian, geometry ,an automorphism is a self-isometry. The automorphism group is also called the
  26. Fifth postulate we get theories that have meaning in wider contexts, hyperbolic, geometry , for example. We must simply be prepared to use labels like“ line” and “
  27. Differential calculus, higher algebra),Konstantin Posse (analytic, geometry ,), Yegor Solitary (integral calculus),Panty Cherished (number theory
  28. Or surface) to decide the sign of the exterior angle measure. *: In Euclidean, geometry , the sum of the exterior angles of a simple polygon will be one full turn (
  29. One another. Further discussion Early mathematicians regarded axiomatic, geometry ,as a model of physical space, and obviously there could only be one such model.
  30. In the early 1980s as a first step in the study of noncom mutative differential, geometry , Cones has applied his work in areas of mathematics and theoretical physics
  31. Work on number theory, analytic geometry , and the link between algebra and, geometry , also had an influence on René Descartes's geometric analysis and Isaac Newton
  32. Where he introduced the concept of motion and transformation into, geometry , He formulated the Lambert quadrilateral, which Boris Abramovich Rosenfeld
  33. Of a slope is approximately the measure of an angle in radians. In rational, geometry ,the spread between two lines is defined at the square of sine of the angle
  34. Rotation of 360° − 45° (that is, an angle of 315°). In three-dimensional, geometry ," clockwise" and" anticlockwise" have no absolute meaning, so the direction
  35. Geometric. This in turn led to innovative developments in infinitesimal, geometry , His reformed empirical model was the first to reject the equal and eccentrics
  36. On combining classical physics (ILM taxi'i) with mathematics (ta'slim;, geometry ,in particular) in terms of devising the rudiments of what may be designated as
  37. Then they did for Aristotle and Euclid. The ancient Greeks considered, geometry ,as just one of several sciences, and held the theorems of geometry on par with
  38. Knowledge and Research Center for Alternative Medicine In, geometry ,an Archimedes solid is a highly symmetric,semiregular convex polyhedron
  39. Of area, and is sometimes taken as a definition or axiom. On the other hand, if, geometry , is developed before arithmetic, this formula can be used to define
  40. And the bond angles are not usually sufficient to completely describe the, geometry ,of a molecule. There is a further degree of freedom for each carbon – carbon
  41. Led Greek philosophy to a new level of conceptual abstraction. His knowledge of, geometry ,allowed him to introduce the noon in Greece. He created a map of the world
  42. A. S. P. (G. I. Joe),a fictional weapon in the G. I. Joe universe Algebraic, geometry ,is a branch of mathematics which combines techniques of abstract algebra
  43. Circles and even spheres. They understood basic concepts of algebra and, geometry , and could solve simple sets of simultaneous equations. Mathematical notation
  44. Principal angles between subspaces. Angles in Riemannian geometry In Riemannian, geometry , the metric tensor is used to define the angle between two tangents. Where U
  45. Called canonical or principal angles between subspaces. Angles in Riemannian, geometry ,In Riemannian geometry , the metric tensor is used to define the angle between
  46. Considered geometry as just one of several sciences, and held the theorems of, geometry ,on par with scientific facts. As such, they developed and used the
  47. The radian is used in virtually all mathematical work beyond simple practical, geometry , due, for example, to the pleasing and" natural" properties that the
  48. In linear algebra, and is a basic property of surfaces in differential, geometry , In analysis, the area of a subset of the plane is defined using Lebesgue
  49. Wings). *Dihedral angle – positive, zero,or negative (cathedral). A variable, geometry ,aircraft can change its wing configuration during flight. A flying wing has no
  50. Successor function and 0\, is naturally interpreted as the number 0. Euclidean, geometry ,Probably the oldest, and most famous, list of axioms are the 4 + 1 Euclid's

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