Examples of using Projective in English and their translations into Arabic
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Draw Projective Shadow.
Okay. Vala, this is called a projective test.
Projective geometry 1910- 18.
The interactive foil uses projective capacitance.
Projective desk clock of room sky moon-star.
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We will seelater the importance of relationships to understand perspectives projective.
Generic Projective Transformation.
Material oxford cloth(black or dark blue) + professional projective material(white color).
In projective space the Fermat cubic is given by.
In particular use the circles as projective tools to operate and do overlapping series.
Projective desk clock--night sky of stars&moon.
Dehn also wrote on statics, projective planes and the history of mathematics.
Projective 10 points Capacitive Touch or IR multi-touch infrared touch;
One could certainly consider thiswork as laying the foundations for the theory of descriptive and projective geometry.
It is Projective Desk Clock--night sky of stars&moon.
From an operational point of view, homologous elements for,we can separate the forms or, by projective operations, relate with other second-order;
It is Projective Desk Clock--night sky of stars&moon.
If we project from aseries both obtain two overlapping beams(concentric) which are projective to each other to be screening of two perspectives series.
Algebraic projective geometry( 1952) and Algebraic curves 1959.
Material oxford cloth(black or dark blue) + professional projective material(white color) Type Inflatable Planetarium Size Dia 3m or customized.
Projective invariant concepts are analogous to the corresponding metric, constituting a geometry in which the measure leads to the form.
In 1906 he published The axioms of projective geometry and, in the following year, The axioms of descriptive geometry.
Projective overlapping shapes are a special case of projective shapes, you relate elements of the same type that share a common base.
See especially the application of these concepts in projective transformations, studying series and bundles of first and second order in involution.
He also studied projective geometry, algebraic curves and continuous groups in lectures given by Gustav Kohn.
This work contains fundamental ideas of projective geometry such as the cross-ratio, perspective, involution and the circular points at infinity.
The theoretical models of projective geometry can be proposing problems that are not of direct application.
His 1902 paper On the projective axioms of geometry showed that Hilbert 's axiom system contained redundant axioms.
Using the laws of duality in projective models can get a set of properties and dual theorems from other previously deducted.
As well as the results on finite projective planes, Hall did other work of fundamental importance in the area of combinatorics, in particular on block designs.