Mihajlo D. Mesarovic is a prominent figure in the fields of systems theory, cybernetics, and mathematics. He is best known for his contributions to the development of system theory, particularly in areas related to dynamic systems, modeling, and control. Mesarovic's work often focuses on the intricate relationships between systems and their environments, emphasizing the importance of holistic and interdisciplinary approaches.

Nathan Cohn is a journalist known for his work in data journalism and political analysis, particularly in the context of U.S. politics. He has contributed to The New York Times and played a role in covering elections and political trends, utilizing data to provide insights on voter behavior and electoral outcomes.

MIKE 21C is a numerical modeling software developed by DHI Group, which is commonly used for simulating and analyzing two-dimensional (2D) flow and transport processes in various aquatic environments, including rivers, lakes, estuaries, and coastal areas. The "MIKE" models are widely utilized for hydrodynamic modeling, water quality assessment, sediment transport, and other environmental applications.

2014 ST373 is an asteroid that belongs to the Asteroid Belt, which is between the orbits of Mars and Jupiter. It was discovered on September 27, 2014, by the Pan-STARRS 1 survey, based in Hawaii. This particular asteroid is classified as a member of the "Stype" or "Sub-Kentaur" group, and it has an orbital period of approximately 3.26 years.

Endre Süli is a mathematician known for his work in numerical analysis and scientific computing. He is particularly recognized for his contributions to the development of finite element methods and their applications in engineering and physical sciences. His research often involves the mathematical aspects of numerical algorithms and their practical implementation.

Charles S. Peskin is a mathematician and applied scientist known for his work in computational mathematics and biomedical engineering. He is particularly noted for his contributions to the modeling of biological systems, including the dynamics of blood flow and heart function through the development of mathematical models and simulations. One of his significant contributions is the development of the "immersed boundary method," a mathematical approach used to simulate fluid-structure interactions.

A photometer is an instrument used to measure the intensity of light. It quantifies the amount of light that passes through or is emitted from a source, and it can be employed in various scientific and practical applications. Photometers can measure light in different contexts, such as luminous intensity (in terms of lumens), irradiance (in watts per square meter), or illuminance (in lux), depending on the specific type of photometer.

Orthogonal wavelets are a specific type of wavelet used in signal processing and data analysis that possess the property of orthogonality. Unlike other wavelet systems, where wavelets may not be orthogonal to one another, orthogonal wavelets are formed in such a way that they are mathematically independent. This has significant implications for data representation and processing.

The term "position" can have several meanings depending on the context in which it is used. Here are a few common interpretations: 1. **Physical Location**: In a physical context, "position" refers to the specific location of an object or individual in space. For example, the position of a car on a road or a person in a room. 2. **Job or Role**: In a professional context, "position" often refers to a job title or role within an organization.

Wendelin Werner is a prominent French mathematician known for his contributions to probability theory, particularly in the areas of statistical physics, conformal fields, and complex analysis. He was awarded the Fields Medal in 2006, one of the highest honors in mathematics, for his work on random processes and their connections to two-dimensional conformal field theory and statistical mechanics. Werner's research often involves the study of random walks, Brownian motion, and various other stochastic processes.

The Galactic halo is a large, spherical region that surrounds the disk of a galaxy, such as the Milky Way. It contains a sparse population of stars, globular clusters, and dark matter. Here are some key features of the Galactic halo: 1. **Structure**: The halo is not as densely populated as the galactic disk, which contains most of the galaxy's stars, gas, and dust.

A rectangular cuboid, also known as a rectangular prism, is a three-dimensional geometric shape that has six rectangular faces. The key characteristics of a rectangular cuboid include: 1. **Faces:** It has six faces, all of which are rectangles. 2. **Edges:** There are twelve edges in total, with three pairs of parallel edges. 3. **Vertices:** It has eight vertices (corners) where the edges meet.

Wilfrid Kendall is a prominent figure in the field of mathematics and statistics, particularly known for his work in stochastic processes and mathematical finance. He has made significant contributions to the theory of statistical inference and the application of stochastic methods in various fields. Additionally, he is recognized for his academic roles, including positions at universities where he has educated and mentored students in mathematics and statistics.

Weight gain refers to an increase in body weight. It can occur due to an increase in body fat, muscle mass, or water retention, and can be caused by a variety of factors including: 1. **Caloric Surplus**: Consuming more calories than the body burns can lead to weight gain, as the excess energy is stored as fat. 2. **Diet**: A diet high in processed foods, sugars, and fats can contribute to weight gain.

A plasmon is a quantum of collective oscillation of free electrons in a material, particularly in metals. These oscillations can occur in response to electromagnetic fields, and they play a crucial role in several phenomena and technologies, including: 1. **Surface Plasmons**: These are coherent oscillations of electrons at the interface between a metal and a dielectric (non-conducting material).

NetHui is an annual event in New Zealand that focuses on internet governance and technology, bringing together diverse stakeholders to discuss and collaborate on various issues related to the internet. It typically features workshops, panel discussions, and keynote speakers from different backgrounds, including government, academia, business, and civil society.

JsMath is a JavaScript library that allows you to display mathematical expressions on web pages using LaTeX notation. It provides the ability to render complex mathematical formulas in a way that is visually appealing and easy to read for users. The library works by converting LaTeX markup into a format that can be displayed in web browsers, using either images or scalable vector graphics (SVG).

LaTeX is a document preparation system and markup language primarily used for producing high-quality typographical documents. It is especially popular in academia and among researchers for writing scientific papers, theses, and technical documents that include complex mathematical formulas, citations, and bibliographies. Here are some key features and aspects of LaTeX: 1. **Markup Language**: LaTeX uses plain text files with specific commands and syntax to define the structure and formatting of the document. This makes it highly customizable.

MetaPost is a programming language and software used to create vector graphics, particularly for producing high-quality technical illustrations, diagrams, and complex figures. It is closely related to the TeX typesetting system, and it was developed by Donald Knuth, the creator of TeX. Key features of MetaPost include: 1. **Graphic Generation**: MetaPost allows users to describe geometric shapes and figures using commands and mathematical expressions, enabling precise control over the rendering of graphical elements.

Ernesto Estrada is a scientist known primarily for his work in the field of complex networks and network science. He has made significant contributions to the understanding of the structural and dynamical properties of various types of networks, including social, biological, and technological networks. His research often focuses on the mathematical modeling of complex systems, graph theory, and the characterization of network dynamics.