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Periodic table of shapes information


The periodic table of mathematical shapes is popular name given to a project to classify Fano varieties.[1] The project was thought up by Professor Alessio Corti, from the Department of Mathematics at Imperial College London. It aims to categorise all three-, four- and five-dimensional shapes into a single table, analogous to the periodic table of chemical elements. It is meant to hold the equations that describe each shape and, through this, mathematicians and other scientists expect to develop a better understanding of the shapes’ geometric properties and relations.[2]

The project has already won the Philip Leverhulme Prize—worth £70,000—from the Leverhulme Trust, and in 2019 a European Research Council grant.[3] While it is estimated that 500 million shapes can be defined algebraically in four dimensions, they may be decomposable (in the sense of the minimal model program) into as few as a few thousand "building blocks".

  1. ^ Becky Crew (16 February 2011). "Mathematicians propose periodic table of shapes - Cosmos Magazine". cosmosmagazine.com. Archived from the original on 12 October 2013. Retrieved 19 September 2014.
  2. ^ Parascientifica (19 Feb 2011). "The Periodic table of shapes".
  3. ^ European Research Council (19 Dec 2019). "Periodic table of shapes could uncover the structure of the universe - ERC". Retrieved 18 Nov 2022.

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Periodic table of shapes

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Alessio Corti

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Mathematical Society's Whitehead Prize. He is the originator of a project to create a periodic table of shapes.[citation needed] He is married and has a daughter...

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and ice. A third category of solids is amorphous solids, where the atoms have no periodic structure whatsoever. Examples of amorphous solids include glass...

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a list of some mathematically well-defined shapes. Cubic plane curve Quartic plane curve Conic sections Unit circle Unit hyperbola Folium of Descartes...

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group of elements in the periodic table. It contains manganese (Mn), technetium (Tc), rhenium (Re) and bohrium (Bh). This group lies in the d-block of the...

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The orbitals come in a variety of shapes—sphere, dumbbell, torus, etc.—with the nucleus in the middle. The shapes of atomic orbitals are found by solving...

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structure of the set of periodic orbits relative to the typical convex polygon. understand the structure of periodic orbits relative to simple shapes in the...

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Nonmetal

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stronger covalent bonds. Nonmetals closer to the left or bottom of the periodic table (and so closer to the metals) often have some weak metallic interactions...

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significant amount of jargon. Note: All periodic table references refer to the IUPAC Style of the Periodic Table. Contents:  A B C D E F G H I J K L M N...

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Pentagram map

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identified the pentagram map as a special case of a cluster algebra. Combinatorics Periodic table of shapes Schwartz, Richard Evan (1992). "The Pentagram...

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Fourier transform

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function of f. (Unless all periodic components are first filtered out from f, this integral will diverge, but it is easy to filter out such periodicities.) The...

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Trigonometric functions

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many others. They are among the simplest periodic functions, and as such are also widely used for studying periodic phenomena through Fourier analysis. The...

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Metal

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metallicity and nonmetallicity for antimony). Around 95 of the 118 elements in the periodic table are metals (or are likely to be such). The number is inexact...

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joint-highest atomic mass of all known elements, and is the penultimate element of the 7th period of the periodic table. The discovery of tennessine was officially...

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row on the conventional periodic table of elements represents an electron shell. Each shell can contain only a fixed number of electrons: the first shell...

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