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The CGI model was created using LightWave 3D software under the supervision of Ron Thornton, co-founder of Foundation Imaging. [37] Comprising three million polygons (described by Thornton as "way over the top"), it was three times the size of the Enterprise NX-01 model that Foundation had created for Star Trek: Enterprise , and was too large ...
Robert Elmer Horton (May 18, 1875 – April 22, 1945) was an American hydrologist, geomorphologist, civil engineer, and soil scientist, considered by many to be the father of modern American hydrology.
D.R. Horton, Inc. is an American home construction company based in Arlington, Texas. Since 2002, the company has been the largest homebuilder by volume in the United States. [2] [3] [4] The company ranked number 194 on the 2019 Fortune 500 list of the largest United States corporations by revenue. [5] The company operates in 113 markets in 33 ...
The 28-year-old Chinese model looked absolutely glamorous walking down the runway in a blue lingerie look complete with floral wings and silver medallions when, suddenly, she slipped: Reuters
In mathematics, the Strahler number or Horton–Strahler number of a mathematical tree is a numerical measure of its branching complexity. These numbers were first developed in hydrology , as a way of measuring the complexity of rivers and streams, by Robert E. Horton ( 1945 ) and Arthur Newell Strahler ( 1952 , 1957 ).
Horton overland flow is most commonly encountered in urban construction sites and unpaved rural roads, where vegetation has been stripped away, exposing bare dirt. The process also poses a significant problem in areas with steep terrain, where water can build up great speed and where soil is less stable, and in farmlands , where soil is flat ...
In model theory, a branch of mathematical logic, the spectrum of a theory is given by the number of isomorphism classes of models in various cardinalities. More precisely, for any complete theory T in a language we write I ( T , κ ) for the number of models of T (up to isomorphism) of cardinality κ .
Two dimensional correlation analysis allows one to determine at which positions in such a measured signal there is a systematic change in a peak, either continuous rising or drop in intensity. 2D correlation analysis results in two complementary signals, which referred to as the 2D synchronous and 2D asynchronous spectrum.