geometric
ਰੇਿਾ
definition
adjective
This is a remarkable mathematical theory combining powerful algebraic and geometric methods.
of or relating to geometry, or according to its methods.
traditional Hopi geometric forms
(of a design) characterized by or decorated with regular lines and shapes.
example
Zanzibar doorways, decorated with 'geometric' patterns, offer a glimpse of the island's Arabic history and tradition.
He also focuses on using 'geometric' algebra to solve problems in graph theory.
Dr. Just said that the brain could interpret letters either spatially, as 'geometric' shapes, or linguistically, by the names of the letters.
The result is a remarkably regular, 'geometric' pattern, as his two untitled pieces from 1997 demonstrate.
The 'geometric' shapes and patterns rendered in pencil, ink and watercolor on graph paper are suggestive of spiritual emblems taken from a variety of religions.
On this magnificent necklace, worn by either a young woman or man, the beadworker has skillfully played with colors and 'geometric' shapes.
I opened my eyes to a net of pale blue moonlight and shadows thrown across whitewashed walls and ceiling decorated with 'geometric' bas-reliefs in cracked and stained plaster.
Apollonius used his 'geometric' skills to mathematically develop the epicycle theory which would reach its full importance in the work of Ptolemy.
In stunning detail, pilots and crew describe a range of 'geometric' forms and lights inconsistent with known aircraft or natural phenomena.
This discovery was made as Möbius worked on a question on the 'geometric' theory of polyhedra posed by the Académie.
Quilting designs may carry across the quilt ignoring seam lines in fancy or plain 'geometric' patterns.
Its form was a beautiful display of 'geometric' symmetry.
Normal maps are used to give additional 'geometric' detail without increasing polygon count.
Omar Khayyam gave a complete classification of cubic equations with 'geometric' solutions found by means of intersecting conic sections.
In the next 2000 years no one found an exact 'geometric' method for 7-gons or 9-gons but also no one had proved it was impossible to construct such regular polygons.
One of the underlying insights of topology is that some 'geometric' problems depend not on the precise shape of objects but only on the way they are connected.
Although I'm reasonable at mental arithmetic, I mostly think geometrically and then must laboriously check my 'geometric' intuition with algebra.
A simple example of numerical integration is estimating the area of a 'geometric' figure by randomly throwing darts at it and counting the hits and misses.
There is also a beautiful image of Mondrian's studio, reduced to 'geometric' lines just like a painting in the famous mature Mondrian style.
Lemmer's 'geometric' , symmetrical sculptures are clearly variations on a theme.
In 1984 Jones discovered an astonishing relationship between von Neumann algebras and 'geometric' topology.
Methods for precise 'geometric' descriptions, necessary for visualization, were formulated later.
In four new paintings comprising his recent solo show, ribbons give way to a system of lines and ovoid shapes contained within large 'geometric' fields of color.
The old gentleman places a rug, decorated with 'geometric' animals, on the ground and invites me to sit.
There is, of course, a tension in this topic between the totally 'geometric' approach and the algebraic approach.
Thus in a sense all cubics could be solved by the Greeks using 'geometric' methods.
In 1849 he published Trigonometry and double algebra in which he gave a 'geometric' interpretation of complex numbers.
Analysis of protein loop conformations is a notoriously difficult task because they do not have easily identifiable regular 'geometric' patterns.
Linen looks best in simple shapes, with clean 'geometric' lines.
The Billera-Lee proof gives a 'geometric' construction of one simplicial polytope for each face vector.
Credits: Google Translate
