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The Ruthwell Cross is a stone Anglo-Saxon cross probably dating from the 8th century, [1] when the village of Ruthwell, now in Scotland, was part of the Anglo-Saxon Kingdom of Northumbria. It is the most famous and elaborate Anglo-Saxon monumental sculpture, [ 2 ] and possibly contains the oldest surviving text, predating any manuscripts ...
The head of the cross is missing but the remains are 14.5 feet (4.4 metres) high, and almost square in section 22 by 21 + 1 ⁄ 4 inches (56 cm × 54 cm) at the base. The crosses of Bewcastle and Ruthwell have been described by the scholar Nikolaus Pevsner as "the greatest achievement of their date in the whole of Europe". [1]
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In 1798 he was ordained as minister of the Church of Scotland and became Minister at Ruthwell in Dumfriesshire in 1799, where he spent the rest of his life. Duncan from the first was remarkable for the breadth of his views, especially in what concerned the welfare of the people, and the courage and ardour with which he promoted measures not usually thought to be embraced in the minister's rôle.
The Koine Greek terms used in the New Testament of the structure on which Jesus died are stauros (σταυρός) and xylon (ξύλον).These words, which can refer to many different things, do not indicate the precise shape of the structure; scholars have long known that the Greek word stauros and the Latin word crux did not uniquely mean a cross, but could also be used to refer to one, and ...
Ruthwell is a village and parish on the Solway Firth between Dumfries and Annan in Dumfries and Galloway, Scotland. In 2022 the combined population of Ruthwell and nearby Clarencefield was 400. [2] Thomas Randolph, Earl of Moray, gave Ruthwell to his nephew, Sir William Murray, confirmed to Sir John Murray, of Cockpool, in 1509 by King James VI.
In geometry, a Schlegel diagram is a projection of a polytope from into through a point just outside one of its facets. The resulting entity is a polytopal subdivision of the facet in R d − 1 {\textstyle \mathbb {R} ^{d-1}} that, together with the original facet, is combinatorially equivalent to the original polytope.