Japanese women physicists have made significant contributions to the field of physics across various domains, including theoretical and experimental physics, condensed matter physics, particle physics, and more. Some notable Japanese women physicists include: 1. **Yukari Takeda**: Known for her work in particle physics, particularly in the development of techniques for detecting neutrinos. 2. **Mikiko M. Aizawa**: A researcher in condensed matter physics and materials science.

Hantaro Nagaoka (1865–1950) was a Japanese physicist known for his work in the field of atomic theory. He is particularly recognized for proposing an early model of the atom, which came before the more widely known models developed by scientists like Ernest Rutherford and Niels Bohr.

Hiroshi Enatsu is a prominent Japanese academic, recognized particularly for his contributions in the field of molecular and cellular biology. He has made significant advances in understanding various biological processes and has published many research papers on topics related to genetics, cell signaling, and molecular mechanisms.

Jun Ishiwara is a name that may refer to a specific individual or character, but it does not appear to be widely recognized or associated with any notable public figure, historical event, or popular culture reference as of my last update in October 2023.

Satoshi Watanabe is a name that is often associated in popular culture and online forums with a figure in the cryptocurrency community, but it's important to clarify that this name is sometimes mistakenly conflated with "Satoshi Nakamoto," the pseudonymous creator of Bitcoin. While Satoshi Nakamoto is credited with developing the original Bitcoin protocol and creating the first blockchain database, Satoshi Watanabe does not have a distinct, recognized identity or contribution in the same way.

Tohru Eguchi is a Japanese name, but without additional context, it's challenging to know exactly who or what you are referring to. It could refer to a person, possibly a writer, artist, or even a fictional character in a manga or anime series.

Torahiko Terada is a fictional character from the video game series "Danganronpa." He appears as a character in "Danganronpa V3: Killing Harmony," which is the third main installment in the franchise. Terada is known for his role as a student within Hope's Peak Academy, and he is characterized by his unique personality traits and interactions with other characters in the game.

Yoji Totsuka is a Japanese artist and designer known for his work in various fields, including fashion, visual arts, and graphic design. He has gained recognition for his unique aesthetic and innovative approach to design, often blending traditional Japanese influences with contemporary styles. Totsuka's work may encompass a range of mediums, from clothing and textiles to digital art and installations.

There's a billion simple looking expressions which are not known to be transcendental numbers or not. It's cute simple to state but hard to prove at its best.

Open as of 2020:

Bibliography:

The Von Neumann architecture is a computer architecture model that describes how a computer's hardware components and subsystems communicate. It was formulated by John von Neumann in the 1940s and is foundational to most computer designs today. The key features of the Von Neumann architecture include: 1. **Single Storage for Data and Instructions**: Both program instructions and data are stored in the same memory space. This allows the CPU to fetch both data and instructions from memory, which simplifies the design.

"Mulian Rescues His Mother" is a traditional Chinese story that is particularly well-known in the context of Chinese Buddhism. The tale revolves around Mulian (also known as Maudgalyayana), one of the Buddha's chief disciples, who is deeply concerned about the fate of his deceased mother. According to the story, after her death, Mulian discovers that his mother has been reborn in a realm of suffering due to her previous negative deeds.

Yoshinori Tokura is a Japanese physicist known for his work in condensed matter physics, particularly in the fields of spintronics and quantum materials. He has contributed significantly to our understanding of magnetic materials, topological insulators, and various phenomena related to electron spin and charge transport. Tokura's research has implications for advanced technologies, including the development of new electronic devices that leverage the unique properties of materials at the quantum level.

The Conway criterion is a mathematical concept used to determine whether a set of integers can be represented as sums of quadratic residues. It is particularly relevant in number theory and has applications in problems related to quadratic forms and modular arithmetic.

Isaac Israeli ben Joseph (circa 832–932) was a notable Jewish physician, philosopher, and one of the early figures in the development of Jewish thought and science during the medieval period. He was born in what is now Spain and later moved to North Africa, where he practiced medicine and engaged in intellectual pursuits. Israeli is particularly known for his works in philosophy and medicine.

Abraham ibn Ezra (1089–1164) was a prominent Jewish scholar, poet, and philosopher of the medieval period. Born in Spain, he later traveled extensively throughout Europe, including to France and Italy, where he became known for his contributions to various fields, including philosophy, astronomy, mathematics, and biblical exegesis. Ibn Ezra is well-known for his commentaries on the Hebrew Bible, which reflect his deep understanding of Jewish texts and his influences from both Jewish and Islamic thought.

The Free Will Theorem is a concept arising from the intersection of quantum physics and philosophy, formulated by physicists John Conway and Simon Kochen in 2006. The theorem explores the implications of quantum mechanics on the notion of free will and determinism.

Kisrhombille, also known as the kisrhombic dodecahedron, is a type of geometric structure classified as a polyhedron. Specifically, it belongs to a family of Archimedean solids, which are highly symmetrical, convex polyhedra composed of two or more types of regular polygons.