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Mathematics can be described as the addition, subtraction or multiplication of planes. Using the exponential scale the authors show that the addition of planes gives the polyhedra, or any solid. The substraction of planes gives saddles. The multiplication of planes gives the general saddle equations and the multispirals. The equation of symmetry is derived, which contains the exponential scale with its functions for solids, the complex exponentials with the nodal surfaces, and the GD (Gauss Distribution) mathematics with finite periodicity.
Piece by piece, the authors have found mathematical functions for the geometrical descriptions of chemical structures and the structure building operations. Using the mathematics for dilatation; twins, trillings, fourlings and sixlings are made, and using GD mathematics these are made periodic. This description of a structure is the nature of mathematics itself. Crystal structures and 3D mathematics are synonyms. Mathematics are used to describe rod packings, Olympic rings and defects in solids. Giant molecules such as cubosomes, the DNA double helix, and certain building blocks in protein structures are also described mathematically.
Attack of the Airacobras: Soviet Aces, American P-39S, and the Air War Against Germany Автор: Dmitriy Loza Год: 2001 |
Translation Planes Автор: H. Lungburg Год: 1980 |
Cardiovascular MRI in Congenital Heart Disease: An Imaging Atlas Автор: Shankar Sridharan, Gemma Price, Oliver Tann, Marina Hughes, Vivek Muthurangu, Andrew M. Taylor Год: 2010 |
2-dimensional minkowski planes and desarguesian derived affine planes Автор: Steinke G.F. Год: 1990 |
How to Choose and Use Bench Planes and Scrapers Автор: John English Год: 2010 |
Get to Know Inclined Planes (Get to Know Simple Machines) Автор: Jennifer Christiansen Год: 2009 |