James Dodson (mathematician)
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James Dodson (mathematician)
James Dodson FRS (c.1705–1757) was a British mathematician, actuary and innovator in the insurance industry. Life Matthew Maty, in his ''Mémoire sur la vie et sur les écrits de M. A. de Moivre'', wrote that Dodson was a pupil of Abraham de Moivre. He worked as an accountant and teacher. In 1752 George Parker, 2nd Earl of Macclesfield, a friend of Dodson, became President of the Royal Society, and Dodson was elected a Fellow on 16 January 1755. On 7 August of the same year he was elected master of the Royal Mathematical School, Christ's Hospital, and also of Stone's School there. Dodson died 23 November 1757, being then over fifty-two years of age. He lived at Bell Dock, Wapping. Actuarial legacy Having been refused admission to the Amicable Life Assurance Society, because they took no one over 45, he decided to form a new society on a plan of assurance that would be more "equitable". Dodson built on the statistical mortality tables developed by Edmund Halley in 1693. E ...
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Fellow Of The Royal Society
Fellowship of the Royal Society (FRS, ForMemRS and HonFRS) is an award granted by the judges of the Royal Society of London to individuals who have made a "substantial contribution to the improvement of natural science, natural knowledge, including mathematics, engineering science, and medical science". Fellow, Fellowship of the Society, the oldest known scientific academy in continuous existence, is a significant honour. It has been awarded to many eminent scientists throughout history, including Isaac Newton (1672), Michael Faraday (1824), Charles Darwin (1839), Ernest Rutherford (1903), Srinivasa Ramanujan (1918), Albert Einstein (1921), Paul Dirac (1930), Winston Churchill (1941), Subrahmanyan Chandrasekhar (1944), Dorothy Hodgkin (1947), Alan Turing (1951), Lise Meitner (1955) and Francis Crick (1959). More recently, fellowship has been awarded to Stephen Hawking (1974), David Attenborough (1983), Tim Hunt (1991), Elizabeth Blackburn (1992), Tim Berners-Lee (2001), Venki R ...
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John Pell (mathematician)
John Pell (1 March 1611 – 12 December 1685) was an English mathematician and political agent abroad. Early life He was born at Southwick in Sussex. His father, also named John Pell, was from Southwick, and his mother was Mary Holland, from Halden in Kent. The second of two sons, Pell's older brother was Thomas Pell. By the time he was six, they were orphans, their father dying in 1616 and their mother the following year. John Pell the elder had a fine library, which proved valuable to the young Pell as he grew up. He was educated at Steyning Grammar School and entered Trinity College, Cambridge, at the age of 13. During his university career he became an accomplished linguist; even before taking a B.A. degree in 1629, he corresponded with Henry Briggs and other mathematicians. He was promoted by seniority to M.A. in 1630 and taught in the short-lived Chichester Academy set up by Samuel Hartlib. On 3 July 1632 he married Ithamaria Reginald (also rendered as Ithamara or Ithuma ...
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Richard Vangermeersch
Richard G.J. Vangermeersch (born 1940) is an American economist, and Emeritus Professor of Accounting at the University of Rhode Island, particularly known for his ''History of Accounting: An International Encyclopedia,'' edited with Michael Chatfield. Biography Born in Providence, Rhode Island, Vangermeersch attended the North Providence High School. He obtained his BA in accounting from Bryant University, his MA in accounting in 1964 from University of Rhode Island, and his PhD in accounting in 1970 from the University of Florida with a thesis on the history of economics, economic theory and management.Michaela Mooney For 34 years, accounting professor hasn't done it by the numbers'' February 9, 2004. Republished at ''uri.edu/news/releases,'' 2013. Accessed 11.2014. Finally in 1978 he obtained his Certified Management Accountant (CMA). Vangermeersch spend his academic career at the University of Rhode Island, where he started in 1970 as Associate Professor of Accounting. In ...
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Michael Chatfield
Michael Chatfield (1930s-2004) was an American economist, accounting historian, and Emeritus Professor of Accounting at the Southern Oregon University, known for his work on the history of accounting and accounting thought, and particularly for his ''History of Accounting: An International Encyclopedia,'' edited with Richard Vangermeersch. Biography Chatfield obtained his BA and MBA from the University of Washington, and his DBA for the University of Oregon in 1966, and his Certified Public Accountant degree in the Los Angeles Chapter in 1968,. After his graduation at the University of Washington Chatfield had started his career in industry at the Burroughs Corporation.''The Arthur Andersen Chronicle,'' Vol. 29 (1968), p. 40. After obtaining his Doctor of Business Administration in 1966 he joined the University of California, where he was appointed Assistant Professor of Accounting, and in 1970 Professor of Accounting. After a long period at the University of California he moved ...
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Custom House
A custom house or customs house was traditionally a building housing the offices for a jurisdictional government whose officials oversaw the functions associated with importing and exporting goods into and out of a country, such as collecting customs duty on imported goods. A custom house was typically located in a seaport or in a city on a major river, with access to an ocean. These cities acted as ports of entry into a country. Due to advances in electronic information systems, the increased volume of international trade, and the introduction of air travel, the term "custom house" became a historical anachronism. There are many examples of buildings around the world that were formerly used as custom houses but have since been converted for other uses, such as museums or civic buildings. As examples, the former Alexander Hamilton U.S. Custom House in Manhattan, New York, (now the George Gustav Heye Center) presently houses a branch of the National Museum of the American Indi ...
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Isogonic Line
A contour line (also isoline, isopleth, or isarithm) of a function of two variables is a curve along which the function has a constant value, so that the curve joins points of equal value. It is a plane section of the three-dimensional graph of the function f(x,y) parallel to the (x,y)-plane. More generally, a contour line for a function of two variables is a curve connecting points where the function has the same particular value. In cartography, a contour line (often just called a "contour") joins points of equal elevation (height) above a given level, such as mean sea level. A contour map is a map illustrated with contour lines, for example a topographic map, which thus shows valleys and hills, and the steepness or gentleness of slopes. The contour interval of a contour map is the difference in elevation between successive contour lines. The gradient of the function is always perpendicular to the contour lines. When the lines are close together the magnitude of the gradi ...
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George Shelley (calligrapher)
George Shelley may refer to: * George Shelley (singer) George Paul Shelley (born 27 July 1993) is an English singer, actor and presenter, and a member of the boy band Union J. In 2015, he competed in the fifteenth series of the ITV reality show '' I'm a Celebrity...Get Me Out of Here!'' and fin ... (born 1993), former member of Union J * George M. Shelley (1849–1927), mayor of Kansas City, Missouri, 1878–1879 * George Ernest Shelley (1840–1910), English geologist and ornithologist * George Shelley (soldier and adventurer), from New Zealand, volunteered in the 1948 Arab–Israeli War {{hndis, Shelley, George ...
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John Kersey
John Kersey the younger ( fl. 1720) was an English philologist and lexicographer of the late seventeenth and early eighteenth centuries. He is notable for editing three dictionaries in his lifetime: ''A New English Dictionary'' (1702), a revised version of Edward Phillips' ''The New World of English Words'' (1706) and the ''Dictionarium Anglo-Britannicum'' (1708). As well as being amongst the earliest monolingual English dictionaries, they were also amongst the first to focus on words in common use, rather than on difficult words. Life He was son of John Kersey the elder, with whom he has often been confused, and revised the work of his father in the fourteenth edition of the ''Arithmetic'' of Edmund Wingate (1720). He, more probably than his father, contributed the ''Discourse to an unlearned Prince' to the Translation of Plutarch's Morals'', which appeared 1684-5 (republished 1870). He was mainly occupied with lexicography. The sixth edition of Phillips' ''New World of Words'' ...
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Edmund Wingate
Edmund Wingate (1596–1656) was an English mathematical and legal writer, one of the first to publish in the 1620s on the principle of the slide rule, and later the author of some popular expository works. He was also a Member of Parliament during the Interregnum. Life The second son of Roger Wingate of Sharpenhoe in Bedfordshire and of his wife Jane, daughter of Henry Birch, he was born at Flamborough in Yorkshire in 1596 and baptised there on 11 June. He matriculated from The Queen's College, Oxford, on 12 October 1610, graduated B.A. on 30 June 1614, and was admitted to Gray's Inn on 24 May. Before 1624 he went to Paris, where he became teacher of the English language to the Princess Henrietta Maria. He had learned in England the "rule of proportion" (logarithmic scale) recently invented by Edmund Gunter which he communicated to mathematicians in Paris. He rushed into print to obtain priority, an advocate in Dijon to whom he had shown the rule in a friendly manner having al ...
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Creditors
A creditor or lender is a party (e.g., person, organization, company, or government) that has a claim on the services of a second party. It is a person or institution to whom money is owed. The first party, in general, has provided some property or service to the second party under the assumption (usually enforced by contract) that the second party will return an equivalent property and service. The second party is frequently called a debtor or borrower. The first party is called the creditor, which is the lender of property, service, or money. Creditors can be broadly divided into two categories: secured and unsecured. *A secured creditor has a security or charge over some or all of the debtor's assets, to provide reassurance (thus to ''secure'' him) of ultimate repayment of the debt owed to him. This could be by way of, for example, a mortgage, where the property represents the security. *An unsecured creditor does not have a charge over the debtor's assets. The term credito ...
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Sir Charles Cavendish
Sir Charles Cavendish (13 Aug 15914 Feb 1653) was an English aristocrat, Member of Parliament for Nottingham, and patron. Described as 'a little, weak, crooked man’ by John Aubrey, he studied mathematics himself, as well as supporting others, including Walter Warner, Robert Payne, and William Oughtred. During the First English Civil War from 1642 to 1646, he became a Lieutenant General in the Royalist army in the north, under his brother, William, Earl of Newcastle. He accompanied him into exile after the defeat at Marston Moor in July 1644. At the request of his brother, he returned to England in 1651, and managed to purchase Bolsover Castle and Welbeck Abbey, which had been confiscated by Parliament. He died at Bolsover in February 1654. Life He was the younger brother of William Cavendish, 1st Duke of Newcastle-upon-Tyne. He built a mansion on the site of Bolsover Castle, bought by his father (also called Sir Charles Cavendish). His work on the house, to a design by ...
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