Examples of using Projective geometry in English and their translations into German
{-}
-
Colloquial
-
Official
-
Ecclesiastic
-
Medicine
-
Financial
-
Ecclesiastic
-
Political
-
Computer
-
Programming
-
Official/political
-
Political
Metric and projective geometry: Theorem of Thales 17.156 views.
In 1917 Lehmer published An Elementary Course in Synthetic Projective Geometry.
Comments Off in projective geometry: Conjugate polar diameters.
His special research interests are in the fields of cryptography, combination theory and projective geometry.
Comments Off in projective geometry: Tangent from a point to a conical.
The following course is intended to give, in as simple a way as possible,the essentials of synthetic projective geometry.
He contributed to geometry, particularly projective geometry and synthetic geometry. .
According to projective geometry a plant is made up of intersection points, lines and planes.
The theory of differential invariants is to the theory of curvature as projective geometry is to elementary geometry. .
Comments Off in projective geometry: Application of second-order overlapping beams.
Goethe's metamorphosis of the plant andmany energetic perceptions can be scientifically confirmed using projective geometry.
Comments Off in projective geometry: Autopolares triangles in Involutions in second-order series.
In Aperçu historique Chasles studied the method ofreciprocal polars as an application of the principle of duality in projective geometry;
Comments Off in projective geometry: Involution in overlapping series of second order: Axis of involution.
During his imprisonment, in the years 1812-1814, he wrote his most notable work,"Traité des propriétés projectives des figures",which outlined the foundations of projective geometry, as well as some new results.
In the Preface of the first edition of Algebraic projective geometry the authors explain their approach to geometry. .
The projective geometry or"of false position" is the basis for the future study of systems of representation, where prospects relationships established application models.
A third equivalence relation, introduced by projective geometry(Gaspard Monge, 1795), corresponds to projective transformations.
From projective geometry than to derive projective geometry from one of them, it is natural to take the foundations of projective geometry as the foundations of all geometry. .
The book gives an introductory account of the methods introduced by Tarski for establishing the undecidability of several fairly simple branches of mathematics group theory, lattices,abstract projective geometry, closure algebras and others.
One of the most used in projective geometry geometric figures is the of the"Full Cuadrivertice", or its dual"Full ring.
Projective Geometry(GP) Projection operations and allow you to set, together with the definition of projective invariants(Triples and quadruples) an abstract model of reasoning application in large systems of linear perspective and representation.
Whicher read the above article about Projective Geometry in the Harris-Tarot in its corrected prototype form and confirmed the relevant facts.
Projective geometry is a subject that lends itself naturally to algebraic treatment, and we have had no hesitation in developing it in this way- both because to do so affords a simple means of giving mathematical precision to intuitive geometrical concepts and arguments, and also because the extent to which algebra is now used in almost all branches of mathematics makes it reasonable to assume that the reader already possesses a working knowledge of its methods….
Schröter was influenced by Steiner's lectures, which wereavailable only as note sheets, on synthetic geometry(projective theory of conics) published in 1867.