| Fedor Ilyich Baranov | |
| Birth Date: | 1 April 1886 |
| Birth Place: | Oryol (or Orel) |
| Nationality: | Russian |
| Alma Mater: | Saint Petersburg Polytechnical Institute |
| Known For: | Fisheries science |
| Awards: | Veshnyakov Gold Medal by the Russian Society for Fishing and Hunting;[1] Honored Scientist of the RSFSR (1945); Order of Lenin (1951)[2] |
Fedor Ilyich Baranov (Russian: Фёдор Ильич Баранов) (1 April 1886 – 30 July 1965) was a founder of fisheries science, and has been called the "grandfather of fisheries population dynamics".[3] He is best known for setting the foundations for quantitative fisheries science (including the Baranov catch equation) as well as for his contributions to development of fishing technology.
Baranov graduated as a marine engineer from St. Petersburg Polytechnical Institute in 1909.[1] He had a keen interest in fishing, and made his career in this area, first in improving fishing techniques but soon also in setting the foundations for the theory of fishing and fishery production.[2] In 1915, Baranov was appointed as a professor at the Department of Commercial Fisheries of the Moscow Agricultural Academy.[1] Baranov was the first head of the Department of Industrial Fisheries, an institute created as a part of the Moscow Institute of Fisheries (Moskovskiy Tekhnicheskiy Institut Rybnoy Promyshlennosti i Khozyaystva, Mosrybvtuz) in 1930; he worked there until his retirement in 1959.
Baranov's ideas were often ahead of his time, and he was engaged in some disputes with other Soviet scientists.[1] [3] [4] Many of Baranov's peers felt that his theories were anti-Marxist, and he even risked being sent to a Gulag labor colony, only to be saved by N. N. Andreev, another fisheries technologist (and former student of Baranov[2]) and secretary of the Communist Party Committee at the Fisheries Institute.[5]
The most famous work of Baranov is his paper from 1918, On the question of the biological basis of fisheries.In this paper, he presents the basic theory of fish population dynamics, including the famous catch equation. The paper has been translated to English at least three times, with some variations in the title:
Another key paper in fish population dynamics was On the question of the dynamics of the fishing industry from 1925,[7] also translated to English many times.[3]
Baranov wrote in Russian, which delayed the spread of his ideas outside the Soviet Union. However, by the end of the 1930s, his work was known in the west. Nevertheless, according to Ray Beverton,[6] Baranov largely disappeared from the western perspective after publishing his key papers in 1918 and 1925; Beverton knew of no western scientists who had met Baranov.
In the 1970s, a comprehensive compilation of Baranov's work was translated by the Israel Program for Scientific Translations and published in three volumes entitled Selected Works on Fishing Gear:
All the volumes were edited by P. Greenberg and translated by E. Vilim and published by the Keter Publishing House, Jerusalem.
Although Baranov's ideas have been very influential to fisheries science as we know it today, it is often acknowledged that the significance of his work was only slowly recognized,[3] and perhaps he has not yet received credit from the western world that he deserves.[5] Despite numerous translations, his texts remain difficult to access and are mostly known through citations.
The catch equation, commonly referred to as the Baranov catch equation, gives catch (in numbers) as a function of initial population abundance N0 and fishing F and natural mortality M:
C=
| F | |
| F+M |
(1-e-(F+M)T)N0
where T is the time period and is usually left out (i.e. T=1 is assumed). The equation assumes that fishing and natural mortality occur simultaneously and thus "compete" with each other. The first term expresses the proportion of deaths that are caused by fishing, and the second and third term the total number of deaths.[8]
According to Terrance Quinn,[3] this equation is probably the most used in all of fisheries modeling.