Fenchel Alexandrov Busemann Jessen
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Fenchel Alexandrov Busemann Jessen
Fenchel is a surname. Notable people with the surname include: *Heinz Fenchel (1906–1988), German art director *Käte Fenchel (1905–1983), German mathematician *Tom Fenchel (born 1940), Danish marine biologist *Werner Fenchel (1905–1988), German mathematician See also

*Fenchel's Law, a regularity in population ecology *Fennel {{surname, Fenchel German-language surnames ...
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Heinz Fenchel
Heinz Fenchel (1906–1988) was a German art director, who designed the sets for a number of films in Weimar Germany and Czechoslovakia. He worked on several films with the director Pál Fejös.Büttner p.231-33 The Jewish Fenchel later emigrated to Israel where he worked as an architect. Selected filmography * '' Ship in Distress'' (1929) * ''The Model from Montparnasse'' (1929) * ''Phantoms of Happiness'' (1929) * '' The Black Forest Girl'' (1929) * '' The Convict from Istanbul'' (1929) * ''Troika'' (1930) * '' The Squeaker'' (1931) * '' The Forester's Daughter'' (1931) * '' Mamsell Nitouche'' (1932) * '' Kiki'' (1932) * '' The Ringer'' (1932) * ''Ways to a Good Marriage'' (1933) * ''The Golden Smile ''The Golden Smile'' (Danish:''Det gyldne smil'') is a 1935 Danish drama film directed by Pál Fejös and starring Bodil Ipsen, Helen von Münchofen and John Price.Sadoul & Morris p.80 The film's sets were designed by the art director Heinz F ...'' (1935) References Biblio ...
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Käte Fenchel
Käte Fenchel née Käte Sperling (21 December 1905 – 19 December 1983) was a German-born Jewish mathematician, best known for her work on non-abelian groups. Life Käte was born in Berlin to a newspaper reporter and a bookkeeper, Rusza Sperling (1878–1948). As a child, she quickly learned to read and write, faster than most children. She was allowed to skip several grade levels and was awarded scholarships to attend private school. She enrolled at the University of Berlin, but she found that she faced daunting obstacles there in the form of gender discrimination because she was pursuing studies in pure mathematics. She was encouraged to write a thesis, but she never obtained the doctorate. As a result, Käte pursued an alternative career in mathematics education. After graduation, she began working at a job teaching mathematics at a German high school from 1931 to 1933 when Adolf Hitler and the Nazis rose to power in Germany. Käte lost her job because she was a Jew, a ...
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Tom Fenchel
Tom or TOM may refer to: * Tom (given name), a diminutive of Thomas or Tomás or an independent Aramaic given name (and a list of people with the name) Characters * Tom Anderson, a character in '' Beavis and Butt-Head'' * Tom Beck, a character in the 1998 American science-fiction disaster movie '' Deep Impact'' * Tom Buchanan, the main antagonist from the 1925 novel ''The Great Gatsby'' * Tom Cat, a character from the ''Tom and Jerry'' cartoons * Tom Lucitor, a character from the American animated series '' Star vs. the Forces of Evil'' * Tom Natsworthy, from the science fantasy novel '' Mortal Engines'' * Tom Nook, a character in ''Animal Crossing'' video game series * Tom Servo, a robot character from the ''Mystery Science Theater 3000'' television series * Tom Sloane, a non-adult character from the animated sitcom ''Daria'' * Talking Tom, the protagonist from the ''Talking Tom & Friends'' franchise * Tom, a character from the '' Deltora Quest'' books by Emily Rodda * Tom, a ...
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Werner Fenchel
Moritz Werner Fenchel (; 3 May 1905 – 24 January 1988) was a mathematician known for his contributions to geometry and to optimization theory. Fenchel established the basic results of convex analysis and nonlinear optimization theory which would, in time, serve as the foundation for nonlinear programming. A German-born Jew and early refugee from Nazi suppression of intellectuals, Fenchel lived most of his life in Denmark. Fenchel's monographs and lecture notes are considered influential. Biography Early life and education Fenchel was born on 3 May 1905 in Berlin, Germany, his younger brother was the Israeli film director and architect Heinz Fenchel. Fenchel studied mathematics and physics at the University of Berlin between 1923 and 1928. He wrote his doctorate thesis in geometry (''Über Krümmung und Windung geschlossener Raumkurven'') under Ludwig Bieberbach. Professorship in Germany From 1928 to 1933, Fenchel was Professor E. Landau's Assistant at the Univ ...
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Fenchel's Law
Fenchel's Law is a regularity in population ecology regarding how exponential population growth is related to the body size of the organism. It was first described by the Danish marine ecologist Tom Fenchel. It contends that species with larger body sizes tend to have lower rates of population growth. More exactly, it states that the maximum rate of reproduction decreases with body size at a power of a quarter of the body mass Fenchel's law may be expressed as an allometric equation: : r = , where r is the intrinsic rate of natural population growth, a is a constant that has 3 different values (one for unicellular organisms, one for poikilotherms and one for homeotherm Homeothermy, homothermy or homoiothermy is thermoregulation that maintains a stable internal body temperature regardless of external influence. This internal body temperature is often, though not necessarily, higher than the immediate environmen ...s), and W is the average body mass of the organism. This mean ...
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Fennel
Fennel (''Foeniculum vulgare'') is a flowering plant species in the carrot family. It is a hardy, perennial herb with yellow flowers and feathery leaves. It is indigenous to the shores of the Mediterranean but has become widely naturalized in many parts of the world, especially on dry soils near the sea-coast and on riverbanks. It is a highly flavorful herb used in cooking and, along with the similar-tasting anise, is one of the primary ingredients of absinthe. Florence fennel or finocchio (, , ) is a selection with a swollen, bulb-like stem base that is used as a vegetable. Description ''Foeniculum vulgare'' is a perennial herb. It is erect, glaucous green, and grows to heights of up to , with hollow stems. The leaves grow up to long; they are finely dissected, with the ultimate segments filiform (threadlike), about wide. (Its leaves are similar to those of dill but thinner.) The flowers are produced in terminal compound umbels wide, each umbel section having 20–5 ...
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