Canistrum Fosterianum
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Canistrum Fosterianum
''Canistrum fosterianum'' is a plant species in the genus ''Canistrum''. This species is named for Mulford B. Foster. This species is endemic to Brazil Brazil ( pt, Brasil; ), officially the Federative Republic of Brazil (Portuguese: ), is the largest country in both South America and Latin America. At and with over 217 million people, Brazil is the world's fifth-largest country by area .... Cultivars * ''Canistrum'' 'Big Emma' * ''Canistrum'' 'Flare' * × ''Canmea'' 'Blue Tags' * × ''Canmea'' 'FDTroll' * × ''Canmea'' 'Galaxy' * × ''Canmea'' 'Inci' * × ''Canmea'' 'Jaspe' * × ''Canmea'' 'Majo' * × ''Canmea'' 'Smokey' * × ''Quesistrum'' 'Claudia' References BSI Cultivar RegistryRetrieved 11 October 2009 * fosterianum Flora of Brazil {{Bromelioideae-stub ...
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Lyman Bradford Smith
Lyman Bradford Smith (September 11, 1904 – May 4, 1997) was an American botanist. Smith was born in Winchester, Massachusetts. He studied botany during the 1920s at Harvard University and received his PhD from Harvard in 1930. Between 1928 and 1929, he worked for the first time in Brazil. Most of his life's work came to involve the taxonomy of the flowering plants of South America, in particular the bromeliads ('' Bromeliaceae''). Smith worked on the Bromeliaceae for the North American Flora published by the American botanist Nathaniel Lord Britton, volume 19, no. 2 (1938). Smith was a world authority on ''Begoniaceae'' and also worked with '' Velloziaceae'' and numerous other plant families. He was a curator in the Smithsonian Institution's Department of Botany from 1947 until his retirement in 1974, but continued to work in the United States National Herbarium as an emeritus curator almost until his death in Manhattan, Kansas, in 1997. Works :''This list may be incomplete. ...
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Species
In biology, a species is the basic unit of classification and a taxonomic rank of an organism, as well as a unit of biodiversity. A species is often defined as the largest group of organisms in which any two individuals of the appropriate sexes or mating types can produce fertile offspring, typically by sexual reproduction. Other ways of defining species include their karyotype, DNA sequence, morphology, behaviour or ecological niche. In addition, paleontologists use the concept of the chronospecies since fossil reproduction cannot be examined. The most recent rigorous estimate for the total number of species of eukaryotes is between 8 and 8.7 million. However, only about 14% of these had been described by 2011. All species (except viruses) are given a two-part name, a "binomial". The first part of a binomial is the genus to which the species belongs. The second part is called the specific name or the specific epithet (in botanical nomenclature, also sometimes i ...
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Canistrum
''Canistrum'' is a genus of plants in the family Bromeliaceae, subfamily Bromelioideae. The genus names are from the Greek “kanistron” (a kind of basket carried on the head). This bromeliad genus is endemic to the Atlantic Forest biome (''Mata Atlantica Brasileira''), located in southeastern Brazil Brazil ( pt, Brasil; ), officially the Federative Republic of Brazil (Portuguese: ), is the largest country in both South America and Latin America. At and with over 217 million people, Brazil is the world's fifth-largest country by area ....DPI.inpe.br: "BROMELIACEAE da MATA ATLÂNTICA BRASILEIRA: Lista de ESPÉCIES, DISTRIBUIÇÃO e CONSERVAÇÃO"
; ''Rodriguésia 59'', February 2008; ppg 209−25 ...
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Mulford B
Mulford may refer to: Surname *Anna Isabel Mulford (1848–1943), American botanist * Arthur Mulford (1871–?), English footballer *Chris Mulford (1941–2011), American activist *Clarence E. Mulford (1883–1956), American author *David Mulford (born 1937), United States Ambassador to India * Don Mulford (1915–2000), American republican * Elisha Mulford (1833–1885), American religious minister * F.B. Mulford, British expatriate *Prentice Mulford (1834–1891), literary humorist and Californian author *Ralph Mulford (1884–1973), American racecar driver * Samuel "Fish Hook" Mulford (1644–1725), New York legislator and whale oil merchant * Sidney Mulford (1896–1973), English footballer *Walter Mulford (1877–1955), American forester *Wendy Mulford (born 1941), British poet Given name *Charles Mulford Robinson (1869–1917), American journalist and writer *Mulford B. Foster (1888–1978), American botanist * Mulford Q. Sibley (1912–1989), American professor of polit ...
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Endemism
Endemism is the state of a species being found in a single defined geographic location, such as an island, state, nation, country or other defined zone; organisms that are indigenous to a place are not endemic to it if they are also found elsewhere. For example, the Cape sugarbird is found exclusively in southwestern South Africa and is therefore said to be ''endemic'' to that particular part of the world. An endemic species can be also be referred to as an ''endemism'' or in scientific literature as an ''endemite''. For example '' Cytisus aeolicus'' is an endemite of the Italian flora. '' Adzharia renschi'' was once believed to be an endemite of the Caucasus, but it was later discovered to be a non-indigenous species from South America belonging to a different genus. The extreme opposite of an endemic species is one with a cosmopolitan distribution, having a global or widespread range. A rare alternative term for a species that is endemic is "precinctive", which applies to ...
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Brazil
Brazil ( pt, Brasil; ), officially the Federative Republic of Brazil (Portuguese: ), is the largest country in both South America and Latin America. At and with over 217 million people, Brazil is the world's fifth-largest country by area and the seventh most populous. Its capital is Brasília, and its most populous city is São Paulo. The federation is composed of the union of the 26 States of Brazil, states and the Federal District (Brazil), Federal District. It is the largest country to have Portuguese language, Portuguese as an List of territorial entities where Portuguese is an official language, official language and the only one in the Americas; one of the most Multiculturalism, multicultural and ethnically diverse nations, due to over a century of mass Immigration to Brazil, immigration from around the world; and the most populous Catholic Church by country, Roman Catholic-majority country. Bounded by the Atlantic Ocean on the east, Brazil has a Coastline of Brazi ...
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Canistrum 'Big Emm'a
''Canistrum'' is a genus of plants in the family Bromeliaceae, subfamily Bromelioideae. The genus names are from the Greek “kanistron” (a kind of basket carried on the head). This bromeliad genus is endemic to the Atlantic Forest biome (''Mata Atlantica Brasileira''), located in southeastern Brazil.DPI.inpe.br: "BROMELIACEAE da MATA ATLÂNTICA BRASILEIRA: Lista de ESPÉCIES, DISTRIBUIÇÃO e CONSERVAÇÃO"
; ''Rodriguésia 59'', February 2008; ppg 209−258; article−, abstract−, species lists−. accessed 30 May 2016.
Fragments of the Atlantic Forest of Northeast Brazil: Biodiversity, Conservation and the Bromeliads by Jose Alves Siqueira Filho & Elton M.C. Leme, 2007 (Apr.) There are c ...
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× Canmea 'Blue Tags'
The multiplication sign, also known as the times sign or the dimension sign, is the symbol , used in mathematics to denote the multiplication operation and its resulting product. While similar to a lowercase X (), the form is properly a four-fold rotationally symmetric saltire. History The earliest known use of the symbol to represent multiplication appears in an anonymous appendix to the 1618 edition of John Napier's . This appendix has been attributed to William Oughtred, who used the same symbol in his 1631 algebra text, , stating:"Multiplication of species .e. unknownsconnects both proposed magnitudes with the symbol 'in' or : or ordinarily without the symbol if the magnitudes be denoted with one letter." Two earlier uses of a notation have been identified, but do not stand critical examination. Uses In mathematics, the symbol × has a number of uses, including * Multiplication of two numbers, where it is read as "times" or "multiplied by" * Cross product of two vecto ...
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× Canmea 'FDTroll'
The multiplication sign, also known as the times sign or the dimension sign, is the symbol , used in mathematics to denote the multiplication operation and its resulting product. While similar to a lowercase X (), the form is properly a four-fold rotationally symmetric saltire. History The earliest known use of the symbol to represent multiplication appears in an anonymous appendix to the 1618 edition of John Napier's . This appendix has been attributed to William Oughtred, who used the same symbol in his 1631 algebra text, , stating:"Multiplication of species .e. unknownsconnects both proposed magnitudes with the symbol 'in' or : or ordinarily without the symbol if the magnitudes be denoted with one letter." Two earlier uses of a notation have been identified, but do not stand critical examination. Uses In mathematics, the symbol × has a number of uses, including * Multiplication of two numbers, where it is read as "times" or "multiplied by" * Cross product of two vecto ...
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× Canmea 'Galaxy'
The multiplication sign, also known as the times sign or the dimension sign, is the symbol , used in mathematics to denote the multiplication operation and its resulting product. While similar to a lowercase X (), the form is properly a four-fold rotationally symmetric saltire. History The earliest known use of the symbol to represent multiplication appears in an anonymous appendix to the 1618 edition of John Napier's . This appendix has been attributed to William Oughtred, who used the same symbol in his 1631 algebra text, , stating:"Multiplication of species .e. unknownsconnects both proposed magnitudes with the symbol 'in' or : or ordinarily without the symbol if the magnitudes be denoted with one letter." Two earlier uses of a notation have been identified, but do not stand critical examination. Uses In mathematics, the symbol × has a number of uses, including * Multiplication of two numbers, where it is read as "times" or "multiplied by" * Cross product of two vecto ...
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× Canmea 'Inci'
The multiplication sign, also known as the times sign or the dimension sign, is the symbol , used in mathematics to denote the multiplication operation and its resulting product. While similar to a lowercase X (), the form is properly a four-fold rotationally symmetric saltire. History The earliest known use of the symbol to represent multiplication appears in an anonymous appendix to the 1618 edition of John Napier's . This appendix has been attributed to William Oughtred, who used the same symbol in his 1631 algebra text, , stating:"Multiplication of species .e. unknownsconnects both proposed magnitudes with the symbol 'in' or : or ordinarily without the symbol if the magnitudes be denoted with one letter." Two earlier uses of a notation have been identified, but do not stand critical examination. Uses In mathematics, the symbol × has a number of uses, including * Multiplication of two numbers, where it is read as "times" or "multiplied by" * Cross product of two vecto ...
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× Canmea 'Smokey'
The multiplication sign, also known as the times sign or the dimension sign, is the symbol , used in mathematics to denote the multiplication operation and its resulting product. While similar to a lowercase X (), the form is properly a four-fold rotationally symmetric saltire. History The earliest known use of the symbol to represent multiplication appears in an anonymous appendix to the 1618 edition of John Napier's . This appendix has been attributed to William Oughtred, who used the same symbol in his 1631 algebra text, , stating:"Multiplication of species .e. unknownsconnects both proposed magnitudes with the symbol 'in' or : or ordinarily without the symbol if the magnitudes be denoted with one letter." Two earlier uses of a notation have been identified, but do not stand critical examination. Uses In mathematics, the symbol × has a number of uses, including * Multiplication of two numbers, where it is read as "times" or "multiplied by" * Cross product of two vecto ...
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