Encyclopedia

Functional Requirements for Bibliographic Records Functional Requirements for Bibliographic Records -- or FRBR, sometimes pronounced (IPA pronunciation: ) -- is a conceptual entity-relationship model developed by the International Federation of Library Associations and Institutions (IFLA) that relates user tasks of retrieval and access in online library catalogues and bibliographic databases from a user’s perspective. It represents a more holistic approach to retrieval and access as the relationships between the entities provide links to navigate through the hierarchy of relationships.
Functional shift In linguistics, functional shift occurs when an existing word takes on a new syntactic function. For example, the word like, formerly only used as a preposition in comparisons (as in "eats like a pig"), is now also used in the same way as the subordinating conjunction as in many dialects of English (as in "sounds like he means it").
Functional square root In mathematics, a functional square root is a square root of a function with respect to the operation of function composition. In other words, the functional square root of a function g is a function f satisfying f(f(x)) = g(x) for all x.
Functional Selectivity Recently, a novel theory called Functional Selectivity (also referred to in the literature as “agonist trafficking”, “biased agonism”, “differential engagement” and “protean agonism”) has been proposed to broaden conventional definitions of pharmacology. Traditional pharmacology posits that a ligand can be either classified as an agonist (full or partial), receptor antagonist or more recently an inverse agonist (observed in systems with adequate constitutive activity) through a specific receptor subtype, and that this characteristic will be consistent with all effector systems coupled to that receptor.
Functional Software Architecture A Functional Software Architecture (FSA) is an architectural model that identifies enterprise functions, interactions and corresponding IT needs, which can be used as reference by different domain experts to develop IT-systems as part of a co-operative information-driven enterprise. In this way both software engineers and enterprise architects are able to create an information-driven, integrated organizational environment.
Functional verification Functional verification, in electronic design automation, is the task of verifying that the logic design conforms to specification. In everyday terms, functional verification attempts to answer the question "Does this proposed design do what is intended?
Functional zoning Functional zoning is a term used to describe the phenomenon when buildings of the same function cluster together in an area of a city or town. Sometimes zoning laws require that uses be concentrated in a particular area.
Functionalism (architecture) Functionalism, in architecture, is the principle that architects should design a building based on the purpose of that building. This statement is less self-evident than it first appears, and is a matter of confusion and controversy within the profession, particularly in regard to modern architecture.
Functionalism (philosophy of mind) Functionalism is a theory of the mind in contemporary philosophy, developed largely as an alternative to both the identity theory of mind and behaviorism. Its core idea is that mental states (beliefs, desires, being in pain, etc.
Functionalism (psychology) Functionalism is the philosophical underpinning of much empirical research in psychology and cognitive science; however, as research goes on the functionalist approach is continually criticised for its shortcomings.
Functionalism in international relations Functionalism is a theory of international relations that arose principally from the experience of the Second World War and a strong concern about the obsolescence of the State as a form of social organisation. Rather than the self-interest of nation-states that realists see as a motivating factor, functionalists focus on common interests and needs shared by states (but also by non-state actors) in a process of global integration triggered by the erosion of state sovereignty and the increasing weight of knowledge and hence of scientists and experts in the process of policy-making (Rosamond, 2000).
Functionalism versus intentionalism Functionalism versus intentionalism is a historiographical debate about the origins of the Holocaust as well as most aspects of the Third Reich, such as foreign policy. The debate on the origins of the Holocaust centers on essentially two questions:
Functionality doctrine In United States trademark law, the functionality doctrine prevents manufacturers from protecting specific features of a product by means of trademark law. This separates trademarks from patents — trademarks serve to protect a firm's reputation and goodwill, whereas patents serve to protect processes, machines, and material inventions.
Functionality Equivalence Verification Functionality Equivalence Verification is a technique used to prove that code modifications like code optimization, code restructure and dead code removal will not cause for any functionality change. This is a heuristic approach to test the functionality instead of doing regression tests and sanity tests.
Functionally graded material Functionally graded material (FGM) may be characterized by the variation in composition and structure gradually over volume, resulting in corresponding changes in the properties of the material. The materials can be designed for specific function and applications.
Functoid Functoids are mapping functions used to apply mathematical or string functions to process mappings in enterprise application integration or business-to-business electronic commerce between left side resource and right side resource or between input and output of a processor.
Functor category In category theory, a branch of mathematics, the functors between two given categories can themselves be turned into a category; the morphisms in this functor category are natural transformations between functors. Functor categories are of interest for two main reasons:
Functus officio Functus officio, Latin for "having performed his office," is a legal term used to indicate that a public official, court, governing body, or statute retains no legal authority because his or its duties and functions have been completed. The term is most commonly used by a higher court as a justification for vacating or overruling all or part of a lower court's opinion.
Fund for Assistance to Private Education The Fund for Assistance to Private Education (FAPE) is a non-profit organization based in Makati City, the Philippines with the mandate of providing assistance to private education institutions in the Philippines.
Fund of funds A "fund of funds" (FoF) is an investment fund that uses an investment strategy of holding a portfolio of other investment funds rather than investing directly in shares, bonds or other securities. This type of investing is often referred to as multi-manager investment.
Funda das Figueiras Funda das Figueiras (Capeverdean Crioulo, ALUPEC or ALUPEK: Funda das Figéras, São Vicente Funda das F'géras) is a village in the eastern part of the island of Boa Vista. The village is around 30 km southeast of the island capital of Sal Rei and south of Norte and are linked with the road linking with Rabil and Sal Rei and a remote road northeast to Gata and south to Cabeço do Tarafes.
Fundação Armando Alvares Penteado Created in São Paulo, in 1947, over the estate of the bon vivant Armando Álvares Penteado, Fundação Armando Alvares Penteado (FAAP) is a Higher Education institution. It has regular courses of Arts, Communications, Engineering, Law, Computer Science, Economy and Business Administration.
Fundação de Amparo à Pesquisa do Estado de São Paulo Fundação de Amparo à Pesquisa do Estado de São Paulo (Foundation for Research Support of the State of São Paulo, or FAPESP) is a public foundation located in São Paulo, Brazil, with the aim of providing grants, funds and programs to support research, education and innovation of private and public institutions and companies in the state of São Paulo. It was founded in 1962 and is maintained by endowments by the State government which are guaranteed as a fixed percentage of the State's tax income, besides the income generated by the financial fruition of its considerable assets.
Fundação Dom Cabral Dom Cabral (FDC) is a prestigious Brazilian business school. Located in the city of Nova Lima, just 30 km south from Belo Horizonte, Minas Gerais, FDC's mission is to contribute to the society's development through the education of executives, businessmen and companies.
Fundação Getúlio Vargas Fundação Getúlio Vargas (brazilian site) (Getulio Vargas Foundation) is a prestigious Brazilian Think Tank focused on academic research, courses, consulting, and public services. Its main areas of work are:
Fundación Universidad de las Américas, Puebla The Universidad de las Américas, whose official name is Fundación Universidad de las Américas, Puebla (also known as UDLA or UDLAP), is one of the most important private universities in Mexico. Its academic programs, both in the undergraduate and graduate schools have national and international prestige.
Fundacion Valentina Fundacion Valentina is a non-profit foundation established in 1998 to help stray and abandoned cats. It was inspired by the 2-month-old kitten who was rescued and cured of a damaged hind foot by American journalist Peggy Ann Bliss and her husband, Honduran actor Guillermo Rosales, in Santurce, Puerto Rico, on February 14, 1997.
Fundagelical "Fundagelical" is a portmanteau of "Fundamentalist" and "Evangelical". It highlights the fact that Evangelical Christianity in the United States evolved from Fundamentalist Christianity and has much more in common with fundamentalism than it does with evangelical movements in the eighteenth or nineteenth century or with evangelicalism in Europe.
Fundamental attribution error In attribution theory, the fundamental attribution error (also known as correspondence bias or overattribution effect) is the tendency for people to over-emphasize dispositional, or personality-based, explanations for behaviors observed in others while under-emphasizing situational explanations. In other words, people have an unjustified tendency to assume that a person's actions depend on what "kind" of person that person is rather than on the social and environmental forces that influence the person.
Fundamental Articles of 1871 The Fundamental Articles of 1871 (, ) were a set of proposed changes to the Austro-Hungarian constitution regarding the status of the Bohemian Crownlands. Their rejection was largely responsible for the downfall of the Hohenwart cabinet.
Fundamental breach Fundamental breach, sometimes known as a repudiatory breach, is a breach so fundamental that it permits the aggrieved party to terminate performance of the contract, in addition to entitling that party to sue for damages.
Fundamental Constitutions of Carolina The Fundamental Constitutions of Carolina were adopted in March 1669 by the eight Lords Proprietors of Carolina, which included most of the land in between what is now Virginia and Florida. It replaced the Charter of Carolina and the Concessions and Agreements of the Lords Proprietors of the Province of Carolina (1665).
Fundamental domain In geometry, the fundamental domain of a symmetry group of an object or pattern is a part of the pattern, as small as possible, which, based on the symmetry, determines the whole object or pattern. The set of orbits of the symmetry group define a partitioning of space.
Fundamental group In mathematics, the fundamental group is one of the basic concepts of algebraic topology. Associated with every point of a topological space there is a fundamental group that conveys information about the 1-dimensional structure of the portion of the space surrounding the given point.
Fundamental interaction A fundamental interaction is a mechanism by which particles interact with each other, and which cannot be explained by another more fundamental interaction. Every observed physical phenomenon, from galaxies colliding with each other to quarks jiggling around inside a proton, can thus be explained by these interactions.
Fundamental Interpersonal Relations Orientation Fundamental Interpersonal Relations Orientation (FIRO) is a theory of interpersonal relations, introduced by William Schutz in 1958. According to the theory, three dimensions of interpersonal relations are necessary and sufficient to explain most human interaction.
Fundamental justice Fundamental justice is a term in Canadian and New Zealand law that signifies those basic procedural rights that are afforded anyone facing an adjudicative process or procedure that affects fundamental rights. It is used often in the area of Canadian administrative law with the analysis of a decision being patently unreasonable or otherwise being protected from judicial review.
Fundamental lemma of calculus of variations In calculus of variations, the fundamental theorem in calculus of variation is a theorem that is typically used to transform a problem from its weak formulation (variational form) into its strong formulation (differential equation).
Fundamental Laws of England In the 1760s William Blackstone described the Fundamental Laws of England in Commentaries on the Laws of England, Book the First - Chapter the First : Of the Absolute Rights of Individuals as "the absolute rights of every Englishman" and traced their basis and evolution as follows:
Fundamental matrix In computer vision, the fundamental matrix mathbf{F} is a 3 times 3 matrix of rank 2 which relates corresponding points in stereo images. In epipolar geometry, mathbf{F y_1} describes a line of which the corresponding point y_2 on the other image must lie.
Fundamental Orders of Connecticut The Fundamental Orders were adopted by the Connecticut council on January 14 1638. OS (January 24 1639 NS) The orders describe the government set up by the Connecticut River towns, setting its structure and powers.
Fundamental pair of periods In mathematics, a fundamental pair of periods is an ordered pair of complex numbers that define a lattice in the complex plane. This type of lattice is the underlying object with which elliptic functions and modular forms are defined.
Fundamental plane (spherical coordinates) The fundamental plane in a spherical coordinate system is a plane which divides the sphere into two hemispheres. The latitude of a point is then the angle between the fundamental plane and the line joining the point to the centre of the sphere.
Fundamental recurrence formulas In the theory of continued fractions, the fundamental recurrence formulas relate the partial numerators and the partial denominators with the numerators and denominators of the fraction's successive convergents. Let
Fundamental right A fundamental right is a right that has its origin in a country's constitution or that is necessarily implied from the terms of that constitution. These fundamental rights usually encompass those rights considered natural human rights.
Fundamental Rights in India The Fundamental Rights in India enshrined in the Part III of the Constitution of India guarantee civil liberties such that all Indians can lead their lives in peace and harmony as citizens of India. These include individual rights common to most liberal democracies, such as equality before law, freedom of speech and expression, freedom of association and peaceful assembly, freedom to practice religion, and the right to constitutional remedies for the protection of civil rights by means of writs such as habeas corpus.
Fundamental Rights, Directive Principles and Fundamental Duties of India The Fundamental Rights, Directive Principles of State Policy and Fundamental Duties are sections of the Constitution of India that prescribe the fundamental obligations of the State to its citizens and the duties of the citizens to the State. These sections comprise a constitutional bill of rights and guidelines for government policy-making and the behaviour and conduct of citizens.
Fundamental science In science, fundamental science is the part of science that describes the most basic objects, forces, relations between them and laws governing them, such that all other phenomena may be in principle derived from them, following the logic of scientific reductionism.
Fundamental solution In mathematics, a fundamental solution for a linear partial differential operator L is a formulation in the language of distribution theory of the older idea of a Green's function. In terms of the Dirac delta function δ(x), a fundamental solution f is the solution of the inhomogeneous equation
Fundamental structure In Schenkerian analysis, the fundamental structure (German: Ursatz) is a specific musical pattern that occurs at the most remote (or "background") level of structure. A basic elaboration of the tonic triad, it consists of the fundamental line accompanied by the bass arpeggiation.
Fundamental Statute for the Secular Government of the States of the Church The Fundamental Statute for the Secular Government of the States of the Church was the constitution of the Papal States conceded by Pope Pius IX as a result of the 1848 Revolutions. It was published on 14 March.
Fundamental theorem In mathematics, there are a number of fundamental theorems for different fields. The names are mostly traditional; so that for example the fundamental theorem of arithmetic is basic to what would now be called number theory.
Fundamental theorem of algebra In mathematics, the fundamental theorem of algebra states that every complex polynomial p(z) in one variable and of degree n ≥ 1 has some complex root. In other words, the field of complex numbers is algebraically closed and therefore, as for any other algebraically closed field, the equation p(z)=0 has n roots (not necessarily distinct).
Fundamental theorem of arithmetic In number theory, the fundamental theorem of arithmetic (or unique factorization theorem) states that every natural number either is itself a prime number, or can be written as a unique product of prime numbers. For instance,
Fundamental theorem of calculus The fundamental theorem of calculus is the statement that the two central operations of calculus, differentiation and integration, are inverse operations: if a continuous function is first integrated and then differentiated, the original function is retrieved. An important consequence, sometimes called the second fundamental theorem of calculus, allows one to compute integrals by using an antiderivative of the function to be integrated.
Fundamental theorem of linear algebra In mathematics, the fundamental theorem of linear algebra makes several statements regarding vector spaces. These may be stated concretely in terms of the rank r of an m times n matrix mathbf{A} and its triangular or reduced factorization:
Fundamental theorem of Riemannian geometry In Riemannian geometry, the fundamental theorem of Riemannian geometry states that given a Riemannian manifold (or pseudo-Riemannian manifold) there is a unique torsion-free connection preserving the metric tensor.
Fundamental theorem on homomorphisms In abstract algebra, the fundamental theorem on homomorphisms, also known as the fundamental homomorphism theorem, relates the structure of two objects between which a homomorphism is given, and of the kernel and image of the homomorphism.
Fundamental Technology Systems Fundament Technology Systems, Inc. (FTSI) is a small technical services company in Orlando, FL, and was also the 23rd entrant to the Ansari X-Prize competition, which rewarded the first non-government organization to launch a reusable manned spacecraft into space twice within two weeks.
Fundamentalism In comparative religion, fundamentalism has come to refer to several different understandings of religious thought and practice, through literal interpretation of religious texts such as the Bible or the Qur'an and sometimes also anti-modernist movements in various religions. (Recently, fundamentalist atheists like Harris, Dawkins, and Dennet have co-opted the word for their own uses.
Fundamentalist Christianity Fundamentalist Christianity, or Christian fundamentalism, is a movement that arose mainly within British and American Protestantism in the late 19th and early 20th centuries by conservative evangelical Christians, who, in a reaction to modernism, actively affirmed a "fundamental" set of Christian beliefs: the inerrancy of the Bible, Sola Scriptura, the virgin birth of Christ, the doctrine of substitutionary atonement, the bodily resurrection of Jesus, and the imminent return of Jesus Christ.
Fundamentalist Church of Jesus Christ of Latter Day Saints The Fundamentalist Church of Jesus Christ of Latter Day Saints (FLDS) is a religious group of Mormon fundamentalists, and may be America's largest practitioner of plural marriage. The church is not affiliated with The Church of Jesus Christ of Latter-day Saints, from which it split in the late 1890s after the latter renounced polygamy.
Fundamentalist-Modernist Controversy The Fundamentalist-Modernist Controversy was a religious controversy within the Presbyterian Church in the USA. It is conventionally dated as beginning with the preaching of Harry Emerson Fosdick's sermon "Shall the Fundamentalists Win?
Fundamentals of Engineering exam In the United States, the Fundamentals of Engineering exam (also known as the FE exam) is the first of two examinations engineers must pass in order to be certified as a Professional Engineer. Other short terms for the exam include EIT, which comes from the former official name for the exam, Engineer In Training, and EI, which comes from Engineer Intern, another former name used in some states.
Fundamentals Of Stack Gas Dispersion Fundamentals Of Stack Gas Dispersion is a book devoted to the basic fundamentals of air pollution dispersion modeling of continuous, buoyant pollution plumes from stationary point sources. The first edition was published in 1979.
Funday PawPet Show The Funday PawPet Show is "the 'Net's first and only regularly scheduled four hour puppet show". It is streamed over the Internet Sunday nights from 19:00 to 23:00 Eastern Time from Kissimmee, Florida.
Fundex Games Fundex Games is an American toy and game company based in Indianapolis, Indiana. Founded in 1986, Fundex Games produces many different games including card games, dice games, domino-based games, board games and children's toys.
Fundic gland polyposis Fundic gland polyposis is a medical syndrome where the fundus of the stomach develops many polyps. The condition has been described both in patients with polyposis conditions of the colon (including familial adenomatous polyposis), and in patients in whom it occurs sporadically.
Fundie Fundie or fundy (plural fundies) is a pejorative slang term used in the United States to refer to Fundamentalist Christians. The term is intentionally derogatory, and is used most commonly by those opposed to the Religious Right movement.
Funding of science Through history, the systems of economic support for scientists and their work have been important determinants of the character and pace of scientific research. The ancient foundations of the sciences were driven by practical and religious concerns and or the pursuit of philosophy more generally.
Fundoshi The fundoshi (褌) is a traditional Japanese male loincloth, made from a strip of cotton cloth, one "shaku" (traditional Japanese foot, 35 cm = 14 inches) wide and about 2.4 m (92 to 96 inches, = "six-foot", hence roku-shaku) long, which is twisted to create a thong effect at the back.
Fundraiser A fundraiser is an event or campaign whose primary purpose is fundraising. Fundraisers often benefit charitible, non-profit, religious, or non-governmental organizations, though there are also fundraisers that benefit for-profit companies and individuals.
Fundulidae Fundulidae is the family of topminnows and killifishes. The 46 species are native to North America as far south as Yucatan, and to the islands of Bermuda and Cuba, occurring in both freshwater and marine environments.
Fundy Cable Fundy Cable was a Canadian cable television provider, which served all major New Brunswick communities except for the Sackville area at the time of its purchase by Shaw Communications in 1999. Its operations were later acquired by Rogers Cable.
Fundy Royal Fundy Royal (fomerly known as Royal from 1914 to 1966, Fundy—Royal from 1966 to 2003, and Fundy in 2003-2004) is a federal electoral district in southern New Brunswick, Canada, that has been represented in the Canadian House of Commons since 1968. Its population in 2001 was 67,675.
Fundy Shore Ecotour The Fundy Shore Ecotour is a scenic drive in the province of Nova Scotia that runs from Broklyn in Hants County to Amherst near the border with New Brunswick. The route goes along the shore of Chignecto Bay, Minas Basin and Cobiquid Bay .
Fundy-River Valley Fundy-River Valley is a provincial electoral district for the Legislative Assembly of New Brunswick, Canada. It was established in the 1994 redistribution as Grand Bay-Westfield and, though its boundaries were not changed much in 2006, it was decided to change its name to Fundy-River Valley to better reflect that it includes much more than the town of Grand Bay-Westfield but the Maces Bay area on the Fundy Shore as well as the river valley up to Evandale and Welsford.
Funehiki, Fukushima Funehiki (船引町; -machi) was a town located in Tamura District, Fukushima, Japan. On March 1, 2005 the town merged with three other towns and a village from the district forming the city of Tamura, Fukushima.
Funen County Fyns Amt (English: Funen County) is a former county (Danish, amt) in central Denmark, comprising the islands of Funen, Langeland, Tåsinge, Ærø, and approximately 90 other islands, of which only 25 are inhabited. The county was formed on 1 April, 1970, comprising the former counties of Odense and Svendborg.
Funeral A funeral is a ceremony marking a person's death. Funerary customs comprise the complex of beliefs and practices used by a culture to remember the dead, from the funeral itself, to various monuments, prayers, and rituals undertaken in their honor.
Funeral (band) Funeral are a Norwegian funeral doom band formed in 1991 and are known as one of the pioneers to spawn the genre funeral doom. In 1993 the band recorded their first demo entitled Tristesse then later in 1994 an American record label produced it as a mini CD and according to the official Funeral website this demo caused then to recive the title of "the most depressing band in the world".
Funeral bundle Thanks to the excellent conservation of the funeral bundles of Paracas, we know with detail the funeral ritual that they used. The naked body of the deceased was accommodated, before the rigor mortis was disabling it, in fetal position, with the strongly timid members, on a basket or bundle.
Funeral director A funeral director (also known as a mortician or undertaker) is someone involved in the business of funeral rites. The job often entails the burial or cremation of the dead, as well as the planning and arrangement of the actual funeral ceremony.
Funeral Diner Funeral Diner is a screamo band from Half Moon Bay, California, located approximately fifty miles south of San Francisco, playing self-described "screamy, chaotic, melodic hardcore." During the last few years, the band has established a strong cult fanbase through a near constant string of releases and a touring schedule which has seen them visit the United States, Europe, Japan, and various other locales repeatedly.
Funeral for a Friend/Love Lies Bleeding "Funeral for a Friend/Love Lies Bleeding" is the opening song on the two-part album Goodbye Yellow Brick Road by Elton John. The first part, "Funeral for a Friend", is an instrumental created by John while thinking of what kind of music he would like at his funeral.
Funeral home A funeral home or mortuary is a place where a wake is arranged. It is a place where the deceased are prepared for funeral services, and the family gathers for the wake and proceeds to a chapel for the funeral.
Funeral in Berlin Funeral in Berlin is a spy novel by Len Deighton. It also is the second of three films following the characters from the initial film, The Ipcress File; the third, Billion-Dollar Brain, arguably is questionable in its approach to espionage.
Funeral march A funeral march or dead march is a march , usually in a minor key, in a slow "simple duple" metre, imitating the solemn pace of a funeral procession. Some such marches are often considered appropriate for use during funerals and other sombre occasions.
Funeral Mountains The Funeral Mountains are a short, arid mountain range in the United States along the California-Nevada border approximately 100 mi (160 km) west of Las Vegas. The mountains are considered a subrange of the Amargosa Range that form the eastern wall of Death Valley.
Funeral of Pope John Paul II The funeral of Pope John Paul II was held on 8 April 2005, six days after his death on 2 April. The funeral was followed by the novemdiales devotional in which the Roman Catholic Church and the Eastern Catholic Churches observe nine days of mourning.
Funeral oration (ancient Greece) A funeral oration or epitaphios logos (Greek: ) is a formal speech delivered on the ceremonial occasion of a funeral. Funerary customs comprise the practices used by a culture to remember the dead, from the funeral itself, to various monuments, prayers, and rituals undertaken in their honor.
Funeral Oration (band) Funeral Oration was a melodic hardcore punk band from Amsterdam, the Netherlands. They were active from 1983 until the end of the 1990s, putting out highly influential records on dutch, german, british and american labels.
Funeral party A funeral party is considered to be the mourners, the pallbearers, and other people in the funeral who do not serve a religious or spiritual purpose. They are mourning the loss of a friend or relative and may wish to do so for up to three days before and after the funeral.
Funeral train A funeral train is a train specially chartered in order to carry a coffin or coffins to a resting place. Funeral trains today are often reserved for leaders and national heroes, as part of a state funeral, but in the past were sometimes the chief means of transporting coffins and mourners to graveyards.
Funerary text Funerary texts or funerary literature feature in many belief systems. Its purpose is usually to provide guidance to the newly deceased or the soon-to-be-deceased about how to survive and prosper in the afterlife.
Fung Loy Kok Institute of Taoism The Fung Loy Kok Institute of Taoism observes the unified teachings of the three religions of Confucianism, Buddhism and Taoism. Fung Loy Kok was co founded by Moy Lin-shin and Mui Ming To in Tsuen Wan, Hong Kong in 1968.
Fung Shue Wo Fung Shue Wo (楓樹窩) is a basin in the north Tsing Yi Island, Hong Kong. Old villages in the basin were long gone and they were replaced by newly resited villages from the basin and nearby, including Tsing Yi Hui, Tsing Yu New Village and Fung Shue Wo Tsuen.
Fung Shue Wo Road Fung Shue Wo Road (楓樹窩路) is an L-shaped road from Tsing Yi Pier to Tam Kon Shan Interchange near Cheung On Estate, passing through Tsing Yi Town Centre and Fung Shue Wo, on the Tsing Yi Island, Hong Kong. It is the major road in the new town of Tsing Yi.
Fungemia Fungemia (also known as Candidemia, Candedemia, and Invasive Candidiasis) is the presence of fungi or yeasts in the blood. It is most commonly seen in immunosuppressed or immunocompromised patients with severe neutropenia, oncology patients, or in patients with intravenous catheters.
Fungi (music) Fungi is the name given to the local musical form of the British Virgin Islands. Fungi music is an expression of British Virgin Islands culture as it shows the island’s African and the European influences in a unique sound known only as fungi.

Information are taken from Wikipedia, the open encyclopedia, to which contribute many volunteers from around the whole world. Texts are available under the following conditions GNU Free Documentation License.