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- Minkowski_addition abstract "In geometry, the Minkowski sum (also known as dilation) of two sets of position vectors A and B in Euclidean space is formed by adding each vector in A to each vector in B, i.e. the set Analogously, the Minkowski difference is defined as".
- Minkowski_addition thumbnail Сумма_Минковского.svg?width=300.
- Minkowski_addition wikiPageExternalLink TheMinkowskiSumOfADiskAndAPolygon.
- Minkowski_addition wikiPageExternalLink TheMinkowskiSumOfTwoTriangles.
- Minkowski_addition wikiPageExternalLink RePEc:cwl:cwldpp:538.
- Minkowski_addition wikiPageExternalLink MinkowskiSum2.
- Minkowski_addition wikiPageExternalLink PolyAddition.shtml.
- Minkowski_addition wikiPageExternalLink mathematicsandstatistics.html.
- Minkowski_addition wikiPageID "504105".
- Minkowski_addition wikiPageRevisionID "606812748".
- Minkowski_addition hasPhotoCollection Minkowski_addition.
- Minkowski_addition id "p/m120210".
- Minkowski_addition title "Minkowski addition".
- Minkowski_addition subject Category:Abelian_group_theory.
- Minkowski_addition subject Category:Affine_geometry.
- Minkowski_addition subject Category:Articles_with_images_not_understandable_by_color_blind_users.
- Minkowski_addition subject Category:Binary_operations.
- Minkowski_addition subject Category:Convex_geometry.
- Minkowski_addition subject Category:Digital_geometry.
- Minkowski_addition subject Category:Geometric_algorithms.
- Minkowski_addition subject Category:Sumsets.
- Minkowski_addition subject Category:Variational_analysis.
- Minkowski_addition type Abstraction100002137.
- Minkowski_addition type Act100030358.
- Minkowski_addition type Activity100407535.
- Minkowski_addition type Algorithm105847438.
- Minkowski_addition type Event100029378.
- Minkowski_addition type GeometricAlgorithms.
- Minkowski_addition type Procedure101023820.
- Minkowski_addition type PsychologicalFeature100023100.
- Minkowski_addition type Rule105846932.
- Minkowski_addition type YagoPermanentlyLocatedEntity.
- Minkowski_addition comment "In geometry, the Minkowski sum (also known as dilation) of two sets of position vectors A and B in Euclidean space is formed by adding each vector in A to each vector in B, i.e. the set Analogously, the Minkowski difference is defined as".
- Minkowski_addition label "Adição de Minkowski".
- Minkowski_addition label "Dodawanie Minkowskiego".
- Minkowski_addition label "Minkowski addition".
- Minkowski_addition label "Minkowski-Summe".
- Minkowski_addition label "Minkowski-som".
- Minkowski_addition label "Somma di Minkowski".
- Minkowski_addition label "Somme de Minkowski".
- Minkowski_addition label "Suma de Minkowski".
- Minkowski_addition label "Сумма Минковского".
- Minkowski_addition label "閔可夫斯基和".
- Minkowski_addition sameAs Minkowski-Summe.
- Minkowski_addition sameAs Suma_de_Minkowski.
- Minkowski_addition sameAs Somme_de_Minkowski.
- Minkowski_addition sameAs Somma_di_Minkowski.
- Minkowski_addition sameAs Minkowski-som.
- Minkowski_addition sameAs Dodawanie_Minkowskiego.
- Minkowski_addition sameAs Adição_de_Minkowski.
- Minkowski_addition sameAs m.02j963.
- Minkowski_addition sameAs Q1322294.
- Minkowski_addition sameAs Q1322294.
- Minkowski_addition sameAs Minkowski_addition.
- Minkowski_addition wasDerivedFrom Minkowski_addition?oldid=606812748.
- Minkowski_addition depiction Сумма_Минковского.svg.
- Minkowski_addition isPrimaryTopicOf Minkowski_addition.
