A Schottky defect is a type of point defect that occurs in ionic crystals. It involves the simultaneous vacancy of an anion and a cation in the crystal lattice, maintaining the overall charge neutrality of the material. Essentially, a Schottky defect is characterized by the absence of one positive ion (cation) and one negative ion (anion) from their respective lattice sites. This defect can influence the properties of the material, such as its density, ionic conductivity, and electrical properties.

TSC-3 typically refers to the "Third Technical Support Command," which is a designation used within military logistics and support operations. However, without additional context, it could also refer to specific technologies, systems, or initiatives in various fields, including telecommunications, computing, or other areas.

A Damped Lyman-alpha system (DLA) is a type of astronomical object observed in the spectra of distant quasars and galaxies. It is characterized by a strong absorption feature in the Lyman-alpha transition of hydrogen (at a wavelength of 121.6 nm) due to neutral hydrogen gas in the intervening medium.

A Fermat curve is a type of algebraic curve defined by the equation: \[ x^n + y^n = z^n \] for a positive integer \(n \). The most well-known case of Fermat curves is when \( n = 2 \), which gives the equation of a circle: \[ x^2 + y^2 = z^2.

Philip Rabinowitz was an American mathematician known for his contributions to various areas of mathematics, including functional analysis, numerical analysis, and applied mathematics. He was particularly recognized for his work on approximation theory and rational approximation. Throughout his career, he authored numerous research papers and was involved in academic teaching and mentorship. Rabinowitz’s work has had a lasting influence in his fields of study, and he may be cited in various mathematical literature.

Mathematical physiology is an interdisciplinary field that applies mathematical models and techniques to understand and describe biological processes and systems within the context of physiology. This area of study leverages mathematical concepts, including differential equations, statistics, and computational modeling, to analyze complex biological phenomena, often focusing on the behavior of living organisms and their systems.

3M Computer typically refers to a subgroup within 3M Company (formerly known as Minnesota Mining and Manufacturing Company), which is a diversified technology company known for its innovative products across various sectors including healthcare, consumer goods, and industrial applications. The term "3M computer" may specifically refer to products, technologies, or solutions developed by 3M that leverage computing technology for applications in fields like science, engineering, and business.

Helena Pycior is not a widely recognized name in public discourse as of my last update in October 2021, so it's possible that she may be a figure in a specific field, a fictional character, or someone who has gained prominence more recently.

Mathematical programming with equilibrium constraints (MPEC) is a type of optimization problem that involves finding an optimal solution while satisfying certain equilibrium conditions, which are often described by complementarity conditions or variational inequalities. MPECs are particularly useful in areas where the decision-making process is influenced by equilibrium relationships, such as economics, engineering, and operations research.

The Maxwell–Fricke equation describes the relationship between the diffusion coefficients of a solute in various states, specifically in terms of the concentration gradient and other physical parameters. It is often presented in the context of diffusion processes and can be used to model how particles move and spread in a medium, particularly in fluid dynamics and electrochemistry. The equation is derived from principles of statistical mechanics and considers factors such as temperature, viscosity, and concentration gradients to relate the mobility of particles to the diffusion process.

Marie Françoise Ouedraogo is not a well-known public figure in widely recognized sources. It's possible she could be a local personality, a professional in a specific field, or a private individual. If you have more context about her or the area in which she is known (such as contributions in politics, arts, social issues, etc.

The FIBA EuroChallenge, which ran from 2003 until 2015, featured various individual records throughout its history. These records include achievements such as points scored in a single game, most rebounds, assists, steals, and blocks, among others.