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- Lill's_method abstract "In mathematics, Lill's method is a visual method of finding the real roots of polynomials of any degree. It was developed by Austrian engineer Eduard Lill in 1867. A later paper by Lill dealt with the problem of imaginary roots.Lill's method involves expressing the coefficients of a polynomial, in right angle paths from the origin, right or left depending on the sign of the coefficient, to a terminus, then finding a path from the start to the terminus changing direction these lines.".
- Lill's_method thumbnail LillsMethod.svg?width=300.
- Lill's_method wikiPageExternalLink lill.
- Lill's_method wikiPageExternalLink quadraticapplet.html.
- Lill's_method wikiPageID "34589275".
- Lill's_method wikiPageRevisionID "592191679".
- Lill's_method hasPhotoCollection Lill's_method.
- Lill's_method subject Category:Geometry.
- Lill's_method subject Category:Paper_folding.
- Lill's_method subject Category:Polynomials.
- Lill's_method type Abstraction100002137.
- Lill's_method type Function113783816.
- Lill's_method type MathematicalRelation113783581.
- Lill's_method type Polynomial105861855.
- Lill's_method type Polynomials.
- Lill's_method type Relation100031921.
- Lill's_method comment "In mathematics, Lill's method is a visual method of finding the real roots of polynomials of any degree. It was developed by Austrian engineer Eduard Lill in 1867. A later paper by Lill dealt with the problem of imaginary roots.Lill's method involves expressing the coefficients of a polynomial, in right angle paths from the origin, right or left depending on the sign of the coefficient, to a terminus, then finding a path from the start to the terminus changing direction these lines.".
- Lill's_method label "Lill's method".
- Lill's_method sameAs m.0j26d0m.
- Lill's_method sameAs Q6547931.
- Lill's_method sameAs Q6547931.
- Lill's_method sameAs Lill's_method.
- Lill's_method wasDerivedFrom Lill's_method?oldid=592191679.
- Lill's_method depiction LillsMethod.svg.
- Lill's_method isPrimaryTopicOf Lill's_method.
