Difference between revisions of "Exterior derivative"
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The '''exterior derivative''' is a generalization of the concept of derivatives which allows for succinct statements of many of the most fundamental and powerful theorems in calculus, topology, and geometry. | The '''exterior derivative''' is a generalization of the concept of derivatives which allows for succinct statements of many of the most fundamental and powerful theorems in calculus, topology, and geometry. | ||
| + | ==External Links== | ||
For more on exterior derivatives, see the article on this topic at [http://mathworld.wolfram.com/ExteriorDerivative.html MathWorld.] | For more on exterior derivatives, see the article on this topic at [http://mathworld.wolfram.com/ExteriorDerivative.html MathWorld.] | ||
[[Category:Mathematics]] | [[Category:Mathematics]] | ||
Revision as of 21:50, April 23, 2010
The exterior derivative is a generalization of the concept of derivatives which allows for succinct statements of many of the most fundamental and powerful theorems in calculus, topology, and geometry.
External Links
For more on exterior derivatives, see the article on this topic at MathWorld.