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Sorbus aucuparia
Sorbus aucuparia, commonly called rowan (/ˈ r oʊ ən / , also UK: /ˈ r aʊ ən / ) and mountain-ash, is a species of deciduous tree or shrub in the rose family.Sorbus aucupariaA roadside tree with ber
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Adjugate matrix
In linear algebra, the adjugate or classical adjoint of a square matrix A , adj(A) , is the transpose of its cofactor matrix. It is occasionally known as adjunct matrix, or "adjoint", though that n
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Auguste Herbin
Auguste Herbin (29 April 1882 – 31 January 1960) was a French painter of modern art. He is best known for his Cubist and abstract paintings consisting of colorful geometric figures. He co-founded t
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Impact parameter
In physics, the impact parameter b is defined as the perpendicular distance between the path of a projectile and the center of a potential field U(r) created by an object that the projectile is app
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Margareta Leijonhufvud
Margaret Leijonhufvud or Margareta Eriksdotter (1 January 1516 – 26 August 1551) was Queen of Sweden from 1536 to 1551 by marriage to King Gustav I. She played a political role as the advisor and i
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Léonce Rosenberg
Léonce Rosenberg (12 September 1879 in Paris – 31 July 1947 in Neuilly-sur-Seine) was an art collector, writer, publisher, and one of the most influential French art dealers of the 20th century. Hi
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Sidney Lovell
Sidney Lovell (February 26, 1867 — August 6, 1938) was an American architect best known for designing mausoleums, and to a lesser extent theaters and opera houses. His first cemetery commission, th
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Semimajor axis
This article needs additional citations for verification.Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: "Se
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Sena dynasty
The Sena/Sen dynasty was a Hindu dynasty during the early medieval period on the Indian subcontinent, that ruled from Bengal through the 11th and 12th centuries. The empire at its peak covered much
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Involutory matrix
In mathematics, an involutory matrix is a square matrix that is its own inverse. That is, multiplication by the matrix An×n{\displaystyle {\mathbf {A}}_{n\times n}} is an involution if and only if
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