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- Steiner's_problem abstract "Steiner's problem is the problem of finding the maximum of the function It is named after Jakob Steiner.The maximum is at , where e denotes the base of natural logarithms. One can determine that by solving the equivalent problem of maximizing The derivative of can be calculated to be It follows that is positive for and negative for , which implies that (and therefore ) increases for and decreases for Thus, is the unique global maximum of".
- Steiner's_problem thumbnail Steiner_problem.svg?width=300.
- Steiner's_problem wikiPageID "9067359".
- Steiner's_problem wikiPageRevisionID "544661057".
- Steiner's_problem hasPhotoCollection Steiner's_problem.
- Steiner's_problem subject Category:Functions_and_mappings.
- Steiner's_problem subject Category:Mathematical_optimization.
- Steiner's_problem type Abstraction100002137.
- Steiner's_problem type Function113783816.
- Steiner's_problem type FunctionsAndMappings.
- Steiner's_problem type MathematicalRelation113783581.
- Steiner's_problem type Relation100031921.
- Steiner's_problem comment "Steiner's problem is the problem of finding the maximum of the function It is named after Jakob Steiner.The maximum is at , where e denotes the base of natural logarithms. One can determine that by solving the equivalent problem of maximizing The derivative of can be calculated to be It follows that is positive for and negative for , which implies that (and therefore ) increases for and decreases for Thus, is the unique global maximum of".
- Steiner's_problem label "Steiner's problem".
- Steiner's_problem sameAs m.027wfn6.
- Steiner's_problem sameAs Q2912089.
- Steiner's_problem sameAs Q2912089.
- Steiner's_problem sameAs Steiner's_problem.
- Steiner's_problem wasDerivedFrom Steiner's_problem?oldid=544661057.
- Steiner's_problem depiction Steiner_problem.svg.
- Steiner's_problem isPrimaryTopicOf Steiner's_problem.
