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- 40 bytes (5 words) - 03:47, 15 September 2013
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- ==Vectors and covectors== ...are called ''vectors'', those of $V^*$ are called ''covectors''<!--\index{covectors}-->.29 KB (4,540 words) - 13:42, 14 March 2016
- ==Vectors and covectors== ...are called ''vectors'', those of $V^*$ are called ''covectors''<!--\index{covectors}-->.45 KB (6,860 words) - 16:46, 30 November 2015
- ==Vectors and covectors== It's the set of all [[linear]] "functionals", also called ''covectors'', on $V$. It is called the ''dual'' of $V$.9 KB (1,390 words) - 16:14, 16 June 2014
- *[[covectors|covectors]]16 KB (1,773 words) - 00:41, 17 February 2016
- Given a [[vector space]] $V$ over $R$, covectors are elements of its [[dual space]] $V^*$, i.e., linear functionals ...nterpretation</TD><TD>vectors parametrized by location, velocities</TD><TD>covectors parametrized by location</TD></TR>2 KB (298 words) - 16:40, 18 September 2013
- ...order to avoid confusion between the familiar duality between vectors and covectors (and chains and cochains), known as the “Hom-duality”, and the new, Hod35 KB (5,871 words) - 22:43, 7 April 2016
- ...on.''' To avoid confusion between the familiar duality between vectors and covectors (and chains and cochains) known as the “Hom-duality” and the new Hodge-42 KB (7,131 words) - 17:31, 30 November 2015
- The formula explains the reason for calling forms ''[[covectors]]''.18 KB (3,325 words) - 13:32, 26 August 2013
- ...on.''' To avoid confusion between the familiar duality between vectors and covectors (and chains and cochains) known as the “Hom-duality” and the new Hodge-41 KB (6,928 words) - 17:31, 26 October 2015
- ...complex $(C,\partial)$ (the analogue of the [[tangent bundle]]), then the covectors are represented by its dual $(C^*,\partial ^*)$ (the analogue of the [[cota6 KB (1,124 words) - 14:17, 4 August 2013
- ...nterpretation</TD><TD>vectors parametrized by location, velocities</TD><TD>covectors parametrized by location</TD></TR>1 KB (200 words) - 23:23, 28 March 2015
- 836 bytes (132 words) - 17:34, 24 July 2013