Really weird and obscure company, good coverage: thequantuminsider.com/2020/02/06/quantum-computing-incorporated-the-first-publicly-traded-quantum-computing-stock/

Publicly traded in 2007, but only pivoted to quantum computing much later.

Social media:

Insight Guides is a well-known publisher of travel guidebooks and related content that focuses on providing detailed, informative, and visually appealing resources for travelers. Founded in the 1970s, Insight Guides strives to offer an immersive travel experience through its comprehensive guides, which include destination overviews, cultural insights, practical travel tips, and striking photography. In addition to traditional print guidebooks, Insight Guides has expanded its offerings to include digital content, mobile apps, and online resources.

"On the Coloured Light of Binary Stars and Some Other Stars of the Heavens" is a scientific paper written by the astronomer William Huggins, published in the late 19th century, specifically in 1866. In this work, Huggins discusses the phenomenon of colored light emitted by binary stars and other celestial objects. Huggins was among the pioneers of astrophysics and made significant contributions to the field of spectroscopy—the study of how light interacts with matter.

"Dutch relativity theorists" typically refers to a group of physicists and scientists from the Netherlands who have made significant contributions to the theory of relativity, particularly in the early 20th century. The most notable among them is Hendrik Lorentz, who, along with Henri Poincaré, developed key concepts that later influenced Albert Einstein's formulation of special relativity.

An *analytically normal ring* is a concept that arises in the study of commutative algebra and algebraic geometry, particularly in connection with the behavior of rings of functions. The formal definition typically pertains to rings of functions that arise from algebraic varieties or schemes. A ring \( R \) is said to be **analytically normal** if the following holds: 1. **Integral Closure**: The ring \( R \) is integrally closed in its field of fractions.

The term "Dutch astrophysicists" generally refers to scientists from the Netherlands who specialize in astrophysics, the branch of astronomy that deals with the physical properties and behavior of celestial objects and phenomena. Dutch astrophysicists have made significant contributions to various areas of research, including cosmology, stellar dynamics, planetary science, and the study of galaxies.

As of my last knowledge update in October 2023, there is no widely recognized individual or entity named "Albert Fathi." It is possible that this name refers to a person who is not well-known in public domains, or it could be related to a specific context or field that hasn't garnered broad attention.

Alexander Munro Davie (1854-1925) was a notable figure in Australian history, particularly known for his contributions to sand mining in Western Australia. He played a significant role in the development of industries involving the extraction and processing of minerals. His work helped shape the economy and industrial landscape of the region during the early 20th century.

Geneviève Raugel is not widely recognized in mainstream contexts, so there may not be readily available or well-known information about her. It's possible that she could be a private individual or a professional in a specific field that hasn't gained notable public attention.

John Milnor is a prominent American mathematician known for his work in differential topology, differential geometry, and algebraic topology. Born on February 20, 1931, he has made significant contributions to various areas of mathematics, including the study of manifolds, Morse theory, and the topology of high-dimensional spaces. Milnor is particularly famous for his discovery of exotic spheres—manifolds that are homeomorphic but not diffeomorphic to the standard sphere.

Mark Pollicott is a mathematician known for his work in dynamical systems, particularly in the areas of ergodic theory and thermodynamic formalism. He has contributed to the understanding of chaotic systems and their properties. In addition to his research, Pollicott has also been involved in teaching and mentorship in the mathematical community.

As of my last knowledge update in October 2023, Ricardo Mañé is not widely recognized or has not gained significant public exposure in mainstream media or popular culture. It’s possible that he may be a private individual, a professional in a specific field, or a person who has gained prominence after that date.

"Sunrise" can refer to several different things depending on the context: 1. **Natural Phenomenon**: Sunrise is the moment when the upper limb of the sun appears above the horizon in the morning. This event marks the beginning of the day and is often associated with various cultural and spiritual significances, as well as natural beauty. 2. **Sunrise (Rising Sun)**: In a metaphorical or symbolic sense, sunrise often represents new beginnings, hope, and renewal.

Mohamed El Naschie is an Egyptian theoretical physicist and mathematician known primarily for his controversial work in the field of high-energy physics and his contributions to the concept of "Cantorian spacetime." He gained some notoriety for his unconventional theories and published numerous papers on topics such as fractals, quantum mechanics, and string theory. El Naschie has also been associated with several academic controversies, particularly regarding the quality and validity of his publications.

Spark plugs are electrical devices used in internal combustion engines to ignite the air-fuel mixture. They are a crucial component in gasoline engines, and their primary function is to create a spark that ignites the fuel-air mixture in the engine's combustion chamber. This ignition generates the power needed to drive the engine. A spark plug consists of several key parts: 1. **Insulator:** Made of ceramics, it insulates the central electrode from the metal shell to prevent electrical leakage.

Ferroelectrets are a type of dielectric material that exhibit piezoelectric properties, similar to ferroelectric materials, but are typically in the form of polymer foams or films. The key characteristic of ferroelectrets is that they possess a regular structure of trapped charges or dipoles within their matrix, which can give rise to a polarization effect when an external electric field is applied.