A character has odd/even parity if it is odd/even as a function. A Dirichlet character $\chi\colon\Z\to\C$ is odd if $\chi(-1) = -1$ and even if $\chi(-1)=1.$
Authors:
Knowl status:
- Review status: reviewed
- Last edited by Alina Bucur on 2018-07-04 21:43:09
Referred to by:
History:
(expand/hide all)
- character.dirichlet.basic_properties
- character.dirichlet.conrey.parity
- lmfdb/characters/templates/Character.html (line 39)
- lmfdb/characters/templates/CharacterNavigate.html (line 67)
- lmfdb/characters/templates/character_search_results.html (line 14)
- lmfdb/characters/templates/character_search_results.html (line 79)
- lmfdb/classical_modular_forms/templates/cmf_full_gamma1_space.html (line 137)
- lmfdb/classical_modular_forms/templates/cmf_space.html (lines 76-80)
- lmfdb/classical_modular_forms/web_newform.py (line 926)
- lmfdb/lfunctions/templates/Degree1.html (line 21)
- 2018-07-04 21:43:09 by Alina Bucur (Reviewed)