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Ichiyō Higuchi (樋口 一葉 Higuchi Ichiyō, May 2, 1872 – November 23, 1896) was the pen name of Japanese author Natsu Higuchi (樋口 奈津 Higuchi Natsu), also known as Natsuko Higuchi (樋口 夏子 Higuchi Natsuko). Specializing in short stories, she was one of the first important writers to appear in the Meiji period (1868–1912) and Japan's first prominent woman writer of modern times.

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About publications (30) network. Publications 30. Publications by authors named "Toru Higuchi". Are you Toru Higuchi? Register this Author. Toru Higuchi Frank Uhlmann. Nature 2005 Jan;433(7022):171-6.

Ichiyō Higuchi (樋口 一葉, Higuchi Ichiyō?) is a mafioso of the Port Mafia. Although its name and function is unknown, she has an ability. Higuchi is a fairly tall, young woman in her 20s. Her hair is blonde and comes down to her shoulders, which she usually keeps tied up into a messy bun. Her eyes are a deep brown color

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Toru Higuchi is an associate professor of Logistics in the Department of Policy Studies at Sakushin Gakuin University in Utsunomiya, Tochigi prefecture, Japan. He received a . from the School of Management at Gakushuin University in 1996.

Toru Higuchi, Yoshinori Watanabe, Masayuki Yamamoto. Molecular and cellular biology. Protein kinase A (PKAi a cyclic AMP-dependent protein kinase) negatively regulates sexual development and gluconeogenesis in fission yeast by suppressing the transcription of ste11 required for th. More). Molecular cloning, water channel activity and tissue specific expression of two isoforms of radish vacuolar aquaporin. Toru Higuchi, Shinobu Suga, +4 authors Masayoshi Maeshima. Plant & cell physiology. A major membrane intrinsic protein (VM23) in vacuoles of radish (Raphanus) tap root was investigated. The cDNAs for two isoforms of VM23, gamma- and delta-VM23, encode polypeptides of 253 and 24.

The Brouwer Fixed-Point (FP) theorem is as follows. Given a continuous function φ(x) defined on a convex compact set S such that φ(x) lies in S then, there exists a point x in S such that φ(x ) x. It is well-known that many optimisation problems can be cast as problems of finding a Brouwer FP. Instead, we propose an approach to the reverse problem of finding an FP by optimisation. First, we define acuteness for convex sets and propose an algorithm for computing a Brouwer FP based on a direction of ascent of what we call a hypothetical function.

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