Arthur Cayley
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Arthur Cayley
Summary
Arthur Cayley is a human[1]. Born in Richmond[2], he… he was born on August 16, 1821[3]. He died in Cambridge[4]. He died on January 26, 1895[5]. He worked as a mathematician[6], lawyer[7], university teacher[8], and barrister[9]. He ranks in the top 0.72% of human entities by monthly Wikipedia readership (380 views/month, #7,168 of 1,000,298).[10]
Key Facts
- Arthur Cayley's place of birth was Richmond[2].
- Arthur Cayley died in Cambridge[4].
- Arthur Cayley was born on August 16, 1821[3].
- Arthur Cayley died on January 26, 1895[5].
- Arthur Cayley is buried at Mill Road Cemetery[11].
- Arthur Cayley's father was Henry Cayley[12].
- Arthur Cayley's mother was Mary Antonia Doughty[13].
- Arthur Cayley was married to Susan Moline[14].
- A child of Arthur Cayley was Henry Cayley[15].
- A child of Arthur Cayley was Mary Cayley[16].
- Arthur Cayley held citizenship in United Kingdom of Great Britain and Ireland[17].
- Arthur Cayley worked as a mathematician[6].
- Arthur Cayley worked as a lawyer[7].
- Arthur Cayley's professions included university teacher[8].
- Arthur Cayley's professions included barrister[9].
- Arthur Cayley's field of work was graph theory[18].
- Arthur Cayley's field of work was group theory[19].
- Arthur Cayley's field of work was mathematics[20].
- Arthur Cayley held the position of Sadleirian Professor of Pure Mathematics[21].
- Arthur Cayley held the position of chairperson[22].
- Arthur Cayley was employed by University of Cambridge[23].
- Arthur Cayley was employed by Trinity College[24].
- Arthur Cayley was employed by Lincoln's Inn[25].
- Arthur Cayley was educated at King's College School[26].
- Arthur Cayley's education included a stint at Trinity College[27].
Body
Origins and Family
Arthur Cayley's place of birth was Richmond[2]. He was born on August 16, 1821[3]. His father was Henry Cayley[12]. His mother was Mary Antonia Doughty[13].
Education
Educated at King's College School[26], an independent school[28], in United Kingdom[29], founded in 1829[30]; Trinity College[27], a college of the University of Cambridge[31], in United Kingdom[32], founded in 1546[33], headquartered in Cambridge[34]; and Lincoln's Inn[35], an Inns of Court[36], in United Kingdom[37], founded in 1444[38]. Arthur Cayley's doctoral advisor was William Hopkins[39].
Career and Affiliations
Recorded occupations include mathematician[6], lawyer[7], university teacher[8], and barrister[9]. Fields of work include graph theory[18], an academic discipline[40]; group theory[19], a branch of mathematics[41]; and mathematics[20], an academic discipline[42]. Employers include University of Cambridge[23], a collegiate university[43], in United Kingdom[44], founded in 1209[45], headquartered in Cambridge[46]; Trinity College[24], a college of the University of Cambridge[47], in United Kingdom[48], founded in 1546[49], headquartered in Cambridge[50]; and Lincoln's Inn[25], an Inns of Court[51], in United Kingdom[52], founded in 1444[53]. Positions held include Sadleirian Professor of Pure Mathematics[21], a chair[54] and chairperson[22], a type of position[55]. Doctoral students include H. F. Baker[56], Andrew Forsyth[57], and Charlotte Scott[58].
Works and Contributions
Notable works include Cayley's theorem[59], Cayley–Hamilton theorem[60], and Cayley–Bacharach theorem[61]. Things named for Arthur Cayley include Cayley–Hamilton theorem[62], Cayley graph[63], Cayley's theorem[64], Cayley–Dickson construction[65], Cayley's formula[66], Cayley table[67], Cayley–Bacharach theorem[68], and Cayley–Menger determinant[69].
Recognition
Awards received include Fellow of the Royal Society[70], a fellowship award[71], in United Kingdom[72]; Copley Medal[73], a medallion[74], in United Kingdom[75], founded in 1731[76]; Royal Medal[77], a science award[78], in United Kingdom[79], founded in 1826[80]; De Morgan Medal[81]; Honorary doctor of the Heidelberg University[82]; and honorary doctor of the University of Edinburgh[83].
Personal Life
Arthur Cayley was married to Susan Moline[14]. Children include Henry Cayley[15], 1870–1949[84] and Mary Cayley[16].
Death and Burial
Arthur Cayley died on January 26, 1895[5]. He died in Cambridge[4]. Burial took place at Mill Road Cemetery[11].
Why It Matters
Arthur Cayley ranks in the top 0.72% of human entities by monthly Wikipedia readership (380 views/month, #7,168 of 1,000,298).[10] He has Wikipedia articles in 25 language editions, a strong signal of global cultural recognition.[85] He is known by 24 alternative names across languages and contexts.[86]
He is credited with the discovery of sedenion[87], a flexible algebra[88] and Pfaffian[89], a mathematical concept[90]. Entities named for him include Cayley–Hamilton theorem[62], Cayley graph[63], Cayley's theorem[64], Cayley–Dickson construction[65], Cayley's formula[66], and Cayley table[67].
His notable doctoral advisees include Charlotte Scott[91], a mathematician[92], 1858–1931[93], of United Kingdom[94]; Andrew Forsyth[95], a mathematician[96], 1858–1942[97], of United Kingdom[98], awarded the Royal Medal[99]; and H. F. Baker[100], a mathematician[101], 1866–1956[102], of United Kingdom[103], awarded the Fellow of the Royal Society[104], specialised in partial differential equation[105].
FAQs
Where was Arthur Cayley born?
Arthur Cayley's place of birth was Richmond[2].
Where did Arthur Cayley die?
Arthur Cayley died in Cambridge[4].
Who were Arthur Cayley's parents?
Arthur Cayley's father was Henry Cayley[12]. Arthur Cayley's mother was Mary Antonia Doughty[13].
Who was Arthur Cayley married to?
Arthur Cayley's spouses include Susan Moline[14].
What did Arthur Cayley do for work?
Arthur Cayley worked as mathematician[6], lawyer[7], university teacher[8], and barrister[9].
Where did Arthur Cayley go to school?
Arthur Cayley was educated at King's College School[26], Trinity College[27], and Lincoln's Inn[35].
What awards did Arthur Cayley receive?
Honors received include Fellow of the Royal Society[70], Copley Medal[73], Royal Medal[77], and De Morgan Medal[81].
What did Arthur Cayley discover?
Arthur Cayley is credited as discoverer of sedenion[87] and Pfaffian[89].