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Mathematics

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Guessanym
Mathematics

Mathematics

Depth
2
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Keyword:   two
Context:   For example, the group underlying mirror symmetry is the cyclic group of two elements, Z / 2 Z .
Nodes:
    • elements
    • Z / 2 Z
Full context:   Humans, as well as some other animals, find symmetric patterns to be more beautiful. Mathematically, the symmetries of an object form a group known as the symmetry group. For example, the group underlying mirror symmetry is the cyclic group of two elements, Z / 2 Z . A Rorschach test is a figure invariant by this symmetry, as are butterfly and animal bodies more generally (at least on the surface). Waves on the sea surface possess translation symmetry: moving one's viewpoint by the distance between wave crests does not change one's view of the sea. Fractals possess self-similarity.
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Polynym
Six Arts

art

Area
Education
Mode
type
Depth
6
User
scotty
Polynym
Mathematics

early math

Source
Euclid
Area
Mathematics
Mode
part
Depth
2
User
scotty

Formal Sciences

Source
Unidentified
Area
Scientific Research
Mode
type
Depth
6
User
dane

science

Source
Auguste Comte
Area
Philosophy
Mode
step
Depth
6
User
scotty
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