Malakichthys mochizuki | |
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Scientific classification ![]() | |
Domain: | Eukaryota |
Kingdom: | Animalia |
Phylum: | Chordata |
Class: | Actinopterygii |
Order: | Acropomatiformes |
Family: | Malakichthyidae |
Genus: | Malakichthys |
Species: | M. mochizuki |
Binomial name | |
Malakichthys mochizuki Yamanoue & Matsuura, 2002 | |
Malakichthys mochizuki, Mochizuki's seabass, is a species of marine ray-finned fish belonging to the family Malakichthyidae. It is found in Australian waters. [1]
Acropomatidae is a family of ray-finned fish in the order Acropomatiformes, commonly known as lanternbellies. Acropoma species are notable for having light-emitting organs along their undersides. They are found in all temperate and tropical oceans, usually at depths of several hundred meters. There are about 32 species in as many as 9 genera, although some authorities recognise fewer genera than Fishbase does.
The viper dogfish or viper shark is a rare species of dogfish shark in the family Etmopteridae, and the only extant member of its genus. It has been found in the Pacific Ocean off southern Japan, the Bonin Islands, Pacific Ocean off northern Taitung County and the Northwestern Hawaiian Islands. This species inhabits upper continental slopes and seamounts. It may migrate vertically, shifting between bottom waters 270–360 m (890–1,180 ft) deep during the day and upper waters less than 150 m (490 ft) deep at night. A slender, black shark reaching 54 cm (21 in) in length, the viper dogfish can be recognized by its narrow, triangular jaws and well-spaced, fang-like teeth. It also has two spined dorsal fins, dermal denticles with faceted crowns, and numerous light-emitting photophores concentrated on its ventral surface.
Masaaki Mochizuki is a Japanese professional wrestler, currently working for Dragon Gate and Pro Wrestling Noah. Mochizuki is a former FIP World Champion and three-time Open the Dream Gate Champion.
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Mochizuki Chiyome, also known as Mochizuki Chiyojo or Mochizuki Chiyo, was a 16th-century Japanese poet and noblewoman. She is known for allegedly creating a group of kunoichi in service of the Takeda clan. Her existence has been questioned.
Anabelian geometry is a theory in number theory which describes the way in which the algebraic fundamental group G of a certain arithmetic variety X, or some related geometric object, can help to recover X. The first results for number fields and their absolute Galois groups were obtained by Jürgen Neukirch, Masatoshi Gündüz Ikeda, Kenkichi Iwasawa, and Kôji Uchida, prior to conjectures made about hyperbolic curves over number fields by Alexander Grothendieck. As introduced in Esquisse d'un Programme the latter were about how topological homomorphisms between two arithmetic fundamental groups of two hyperbolic curves over number fields correspond to maps between the curves. A first version of Grothendieck's anabelian conjecture was solved by Hiroaki Nakamura and Akio Tamagawa, then completed by Shinichi Mochizuki.
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Malakichthys is a genus of ray-finned fish in the family Malakichthyidae. They are native to the Indian Ocean and the western Pacific Ocean.
Verilus is a genus of ray-finned fish in the family Malakichthyidae found in the Atlantic.
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Malakichthys barbatus is a species of ray-finned fish found in the oceans of the Indo-west Pacific: Japan, South China Sea and Australia at depths ranging from 100 – 600 meters.
Malakichthys elegans, the splendid sea bass, is a species of marine ray-finned fish belonging to the family Malakichthyidae. It is found in the Indo-Pacific region.
Malakichthys griseus is a species of ray-finned fish in the family Malakichthyidae.
Malakichthys levis is a species of ray-finned fish in the family Malakichthyidae.
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