Tan Eng Chye
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Tan Eng Chye
Tan Eng Chye () is a Singaporean college administrator who has been serving as the third president of the National University of Singapore since 2018. Prior to his presidency, he served as Deputy President (Academic Affairs) and a provost at the National University of Singapore. Education Tan attended Raffles Institution between 1974 and 1979 before graduating from the National University of Singapore in 1985 with a Bachelor of Science (First Class Honours) degree in mathematics. He later went on to obtain his PhD from Yale University in 1989, under the guidance of Roger Howe. Career He joined NUS as a faculty member in the Department of Mathematics in 1985, as a Senior Tutor, eventually becoming the Department's Deputy Head in 1999. In June 2003, he was appointed Dean of the Faculty of Science, a post he held till March 2007. Up till 2017, he served as NUS’ Deputy President (Academic Affairs) and Provost. Tan Eng Chye's research interests are representation theory o ...
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Tan (surname)
Tan is a common Chinese surname wikt:譚, 譚.''China Renews Top 100 Surnames, Li Still the Biggest''
''People's Daily'' online (English), 11 January 2006
It is considered the 56th most common surname.


Origin

Two origins have been suggested for the Tan surname: * The surname came from the ancient Tan (Shandong), State of Tan which was located in the western part of what is now Shandong Province. During the Spring and Autumn period, this state was conquered by the neighbouring Qi (state), State of Qi. The court changed their surname to Tan in remembrance of their defeated homeland, and later prospered in Hunan Province. * The surname came from the less common surname 談, another with the same pronunciation in Mandarin Chinese and Cantonese Chinese. In or ...
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Invariant Theory
Invariant theory is a branch of abstract algebra dealing with actions of groups on algebraic varieties, such as vector spaces, from the point of view of their effect on functions. Classically, the theory dealt with the question of explicit description of polynomial functions that do not change, or are ''invariant'', under the transformations from a given linear group. For example, if we consider the action of the special linear group ''SLn'' on the space of ''n'' by ''n'' matrices by left multiplication, then the determinant is an invariant of this action because the determinant of ''A X'' equals the determinant of ''X'', when ''A'' is in ''SLn''. Introduction Let G be a group, and V a finite-dimensional vector space over a field k (which in classical invariant theory was usually assumed to be the complex numbers). A representation of G in V is a group homomorphism \pi:G \to GL(V), which induces a group action of G on V. If k /math> is the space of polynomial functions on ...
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Legion Of Honour
The National Order of the Legion of Honour (french: Ordre national de la Légion d'honneur), formerly the Royal Order of the Legion of Honour ('), is the highest French order of merit, both military and civil. Established in 1802 by Napoleon, Napoleon Bonaparte, it has been retained (with occasional slight alterations) by all later French governments and regimes. The order's motto is ' ("Honour and Fatherland"); its Seat (legal entity), seat is the Palais de la Légion d'Honneur next to the Musée d'Orsay, on the left bank of the Seine in Paris. The order is divided into five degrees of increasing distinction: ' (Knight), ' (Officer), ' (Commander (order), Commander), ' (Grand Officer) and ' (Grand Cross). History Consulate During the French Revolution, all of the French Order of chivalry, orders of chivalry were abolished and replaced with Weapons of Honour. It was the wish of Napoleon, Napoleon Bonaparte, the French Consulate, First Consul, to create a reward to commend c ...
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Pingat Pentadbiran Awam
The Pingat Pentadbiran Awam (English: Public Administration Medal) is a Singaporean orders and decorations, Singaporean decoration instituted in 1963 and has three grades: * Emas (Gold) * Perak (Silver) * Gangsa (Bronze) The medal may be awarded to any of the following persons for outstanding efficiency, competence and industry: * any person who is or has been a public officer. * any person who is or has been an officer employed by any statutory authority (other than a Town Council). * any person who is or has been in the service of any organisation, association or body rendering services in the field of education. * any person who is or has been employed in any company which is wholly owned by the Government and which is carrying on business mainly as an agent or instrumentality of the Government. Recipients are entitled to use the post-nominal letters PPA, and may include the grade in brackets - e.g.: PPA(E). The Pingat Pentadbiran Awam (Tentera) is the Singapore Armed Forces ...
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Singapore Parliament
The Parliament of Singapore is the unicameral legislature of the Republic of Singapore, which governs the country alongside the president of Singapore. Largely based upon the Westminster system, the Parliament is made up of Members of Parliament (MPs) who are elected, as well as Non-constituency Members of Parliament (NCMPs) and Nominated Members of Parliament (NMPs) who are appointed. Following the 2020 general election, 93 (currently 92) MPs and two NCMPs were elected to the 14th Parliament. Nine NMPs will usually be appointed by the president. The speaker of Parliament has overall charge of the administration of Parliament and its secretariat, and presides over parliamentary sittings. The leader of the house is an MP appointed by the prime minister to arrange government business and the legislative programme of Parliament, while the leader of the opposition is the MP who leads the largest political party not in the government. Some of Parliament's work is carried out by ...
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Yale-NUS College
Yale-NUS College is a liberal arts college in Singapore. Established in 2011 as a collaboration between Yale University and the National University of Singapore, it was the first liberal arts college in Singapore and one of the first few in Asia. Yale-NUS was the first institution outside New Haven, Connecticut that Yale University had developed in its 300-year history, making Yale the first American Ivy League school to establish a college bearing its name in Asia. Yale-NUS is a four-year, fully residential undergraduate institution. The first class, the class of 2017, consisted of 157 students entering in 2013. At full capacity, the college has 250 students in each class. Students select their majors at the end of their second year, after two years of the Yale-NUS Common Curriculum, which was "built from scratch by the inaugural faculty, drew on the strengths of established liberal arts traditions, while introducing our students to the diverse intellectual traditions and cul ...
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National Research Foundation (Singapore)
National Research Foundation may refer to: * National Research Foundation (Greece) * National Research Foundation (United Arab Emirates), a foundation to promote research activity in the United Arab Emirates * National Research Foundation (South Africa), the intermediary agency between the Government of South Africa and South Africa's research institutions * National Research Foundation of Korea * National Hellenic Research Foundation The National Hellenic Research Foundation (NHRF; Greek: Εθνικό Ίδρυμα Ερευνών (Ε.Ι.Ε.)) is a non-profit, private-law legal entity established in 1958 with the aim of conducting interdisciplinary research in the fields of scien ...
{{disambiguation ...
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Monetary Authority Of Singapore
The Monetary Authority of Singapore (MAS) is the central bank and financial regulatory authority of Singapore. It administers the various statutes pertaining to money, banking, insurance, securities and the financial sector in general, as well as currency issuance. It was established in 1971 to act as the banker to and as a financial agent of the Government of Singapore. History The MAS was founded in 1971 to oversee various monetary functions associated with banking and finance. Before its establishment, monetary functions were performed by government departments and agencies. The acronym for its name resembles ''mas'', the word for 'gold' in Malay, Singapore's national language – although the acronym is pronounced with each of its initial alphabets. As Singapore progressed, an increasingly complex banking and monetary environment required more dynamic and coherent monetary administration. Therefore, in 1970, the Parliament of Singapore passed the Monetary Authority of Si ...
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A*STAR
The Agency for Science, Technology and Research (A*STAR) is a statutory board under the Ministry of Trade and Industry of Singapore. The agency supports R&D that is aligned to areas of competitive advantage and national needs for Singapore. These span the four technology domains of Manufacturing, Trade and Connectivity, Human Health and Potential, Urban Solutions and Sustainability, and Smart Nation and Digital Economy set out under the nation's five-year R&D plan (RIE2025). The agency's research institutes are located mostly in Biopolis and Fusionopolis. The total strength of the A*STAR community, including scientists and researchers, technical and non-technical staff, and industry development and commercialization staff is approximately at 5,400. History A*STAR was established on 11 January 1991. It was formerly known as the National Science and Technology Board (NSTB) until January 2002. On 29 October 2003, Singapore's hub for the biomedical sciences, Biopolis, was ...
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Singapore Mathematical Society
Singapore (), officially the Republic of Singapore, is a sovereign island country and city-state in maritime Southeast Asia. It lies about one degree of latitude () north of the equator, off the southern tip of the Malay Peninsula, bordering the Strait of Malacca to the west, the Singapore Strait to the south, the South China Sea to the east, and the Straits of Johor to the north. The country's territory is composed of one main island, 63 satellite islands and islets, and one outlying islet; the combined area of these has increased by 25% since the country's independence as a result of extensive land reclamation projects. It has the third highest population density in the world. With a multicultural population and recognising the need to respect cultural identities of the major ethnic groups within the nation, Singapore has four official languages: English, Malay, Mandarin, and Tamil. English is the lingua franca and numerous public services are available only in En ...
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Singapore Mathematical Olympiad
The Singapore Mathematical Olympiad (SMO) is a mathematics competition organised by the Singapore Mathematical Society. It comprises three sections, Junior, Senior and Open, each of which is open to all pre-university students studying in Singapore who meet the age requirements for the particular section. The competition is held annually, and the first round of each section is usually held in late May or early June. The second round is usually held in late June or early July. History The Singapore Mathematical Society (SMS) has been organising mathematical competitions since the 1950's, launching the first inter-school Mathematical Competition in 1956. The Mathematical Competition was renamed to Singapore Mathematical Olympiad in 1995. In 2016, the SMS attempted to make the SMO more inviting to students by aligning questions more closely with school curriculum, although solutions still require considerable insight and creativity in addition to sound mathematical knowledge. In ...
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Restricted Representation
In group theory, restriction forms a representation of a subgroup using a known representation of the whole group. Restriction is a fundamental construction in representation theory of groups. Often the restricted representation is simpler to understand. Rules for decomposing the restriction of an irreducible representation into irreducible representations of the subgroup are called branching rules, and have important applications in physics. For example, in case of explicit symmetry breaking, the symmetry group of the problem is reduced from the whole group to one of its subgroups. In quantum mechanics, this reduction in symmetry appears as a splitting of degenerate energy levels into multiplets, as in the Stark or Zeeman effect. The induced representation is a related operation that forms a representation of the whole group from a representation of a subgroup. The relation between restriction and induction is described by Frobenius reciprocity and the Mackey theorem. Restrict ...
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