Topical Overview
From Vectorcalcumb
(Difference between revisions)
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=[[Vector Fields]]= | =[[Vector Fields]]= | ||
| - | <m>F : \\bbR^n\\right\\bbR^n</m> | + | <m>F : \\bbR^n \\right \\bbR^n</m> |
*Gradient Fields | *Gradient Fields | ||
*<m>F : (\\gradient f)(p) \\in \\bbR^n</m> | *<m>F : (\\gradient f)(p) \\in \\bbR^n</m> | ||
Revision as of 03:12, 9 February 2006
Contents |
Vector Functions
<m>F : \\bbR^m \\right \\bbR^n</m>
- Things more complicated than Linear Transformations
- Structure of <m> \\\\bbR^n </m>
- Calculus of Vector Functions
- Limits<m>\\right</m>Continuity<m>\\right</m>Differentiability
Vector Fields
<m>F : \\bbR^n \\right \\bbR^n</m>
- Gradient Fields
- <m>F : (\\gradient f)(p) \\in \\bbR^n</m>
- Maxima & Minima
- Free
- Constrained
- Lagrange Multiplier
- divergance, circulation
- div
- curl
