symmetry
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symmetry
Summary
symmetry is a scientific concept[1]. symmetry draws 470 Wikipedia views per month (scientific_concept category, ranking #23 of 10).[2]
Key Facts
- symmetry's instance of is recorded as scientific concept[3].
- symmetry is a type of physical property[4].
- symmetry is a type of invariant[5].
- symmetry is a type of mathematical property[6].
- symmetry is a type of Discrete symmetry[7].
- symmetry is the opposite of dependency[8].
- symmetry comprises transformation[9].
- symmetry comprises Invariant property for discontinuous mean-type mappings[10].
- symmetry comprises P-symmetry[11].
- symmetry's topic's main category is recorded as Q6316955[12].
- symmetry's described by source is recorded as group theory[13].
- symmetry's described by source is recorded as symmetry group[14].
- symmetry's Stack Exchange tag is recorded as https://physics.stackexchange.com/tags/symmetry[15].
- symmetry's has characteristic is recorded as invariant[16].
- symmetry's different from is recorded as symmetry[17].
- symmetry's has list is recorded as conservation law[18].
- symmetry's has list is recorded as symmetry breaking[19].
- symmetry's studied by is recorded as category theory[20].
- symmetry's studied by is recorded as group theory[21].
- symmetry's studied by is recorded as physics[22].
- symmetry's studied by is recorded as mathematics[23].
Body
Definition and Type
symmetry's instance of is recorded as scientific concept[3]. Recorded subclass of include physical property[4], invariant[5], mathematical property[6], and Discrete symmetry[7]. symmetry is the opposite of dependency[8].
Use and Application
Components include transformation[9], Invariant property for discontinuous mean-type mappings[10], and P-symmetry[11].
Why It Matters
symmetry draws 470 Wikipedia views per month (scientific_concept category, ranking #23 of 10).[2] symmetry has Wikipedia articles in 16 language editions, a strong signal of global cultural recognition.[24] symmetry is known by 42 alternative names across languages and contexts.[25]