The European Storm Forecast Experiment (ESFEX) is a scientific project designed to improve the understanding and forecasting of severe weather events, particularly thunderstorms and associated phenomena in Europe. The experiment typically involves the collaboration of meteorological researchers, operational forecasters, and various scientific institutions. ESFEX aims to collect detailed observational data and enhance numerical weather prediction models to better predict severe storm events.

The European Underground Rare Event Calorimeter Array (EURECA) is a scientific project focused on the search for rare and elusive events, particularly in the field of particle physics and astrophysics. Specifically, it aims to investigate dark matter candidates, such as Weakly Interacting Massive Particles (WIMPs), through direct detection experiments.

Everett C. Dade is not a widely recognized figure or term in public knowledge as of my last update in October 2023. It’s possible that it could refer to a specific individual, a place, or a term that has emerged more recently or is less known in broader contexts.

Everykey is a device designed to simplify password management and enhance security. It functions as a Bluetooth-enabled key that securely stores and manages passwords for various accounts and devices. Users can unlock their devices or log into accounts automatically when they are in proximity to their Everykey, eliminating the need to remember multiple passwords or constantly type them in. The Everykey acts like a physical key for digital accounts—when users are near a device that requires a password, it automatically enters the appropriate credentials.

Aiken code is a simple format used to create multiple-choice questions for use in educational software and learning management systems (LMS). It allows educators to write questions in a plain text format that can be easily imported into various systems. ### Aiken Code Format The Aiken format typically follows this structure: 1. **Question text**: The question itself is written on a single line.

Evolution in a variable environment refers to the concept that the conditions and challenges faced by organisms can change over time, influencing the process of natural selection and evolutionary adaptations. In such environments, organisms must be able to adapt not only to the current conditions but also to potential future changes in their habitat. Key aspects of evolution in a variable environment include: 1. **Phenotypic Plasticity**: This is the ability of an organism to alter its physical or behavioral traits in response to changes in the environment.

In Riemannian geometry, the exponential map is a crucial concept that connects the local geometric properties of a Riemannian manifold to its global structure. Specifically, it describes how to move along geodesics (the generalization of straight lines to curved spaces) starting from a given point on the manifold.

The term "export of cryptography" refers to the regulations and laws governing the international sale, transfer, or distribution of cryptographic software and hardware. Cryptography is the practice and study of techniques for securing communication and data, and it plays a crucial role in ensuring the confidentiality, integrity, and authenticity of information.

Size-exclusion chromatography (SEC), also known as gel filtration chromatography, is a separation technique used in biochemistry and analytical chemistry to separate molecules based on their size and shape. In this method, a porous gel or resin is used as the stationary phase, allowing smaller molecules to diffuse into the pores while larger molecules are excluded from entering them. This difference allows for the separation of components in a mixture as they pass through the column.

The Fama-French three-factor model is an asset pricing model that enhances the Capital Asset Pricing Model (CAPM) by adding two factors to account for the observed anomalies in stock returns that CAPM could not explain. Developed by Eugene Fama and Kenneth French in the early 1990s, the model aims to provide a better insight into the determinants of expected stock returns.

Fan Chung is a prominent mathematician known for her contributions to various areas in mathematics, particularly in combinatorics and graph theory. Born in 1941 in Shanghai, China, she has had a distinguished academic career, holding positions at several prestigious institutions, including the University of California, San Diego, and the University of Pennsylvania. Chung has published numerous research papers and books, and she is known for her work on random graphs, spectral graph theory, and the theory of networks.

Faustina Pignatelli could refer to historical or contemporary figures, but there is no widely recognized or notable person by that name in available resources up to my last knowledge update in October 2023. It is possible she could be a local figure, an artist, or a character in literature or media that hasn't gained significant mainstream recognition. If you can provide more context or specify the domain in which you're interested (history, literature, etc.

As of my last knowledge update in October 2021, Felix Iversen does not appear to be a widely recognized public figure, event, or notable entity. It is possible that he may be a private individual, or he may have gained prominence after that date. If you provide more context or specify the area in which Felix Iversen is relevant (e.g., sports, academia, etc.

Gödel's incompleteness theorems, formulated by the mathematician Kurt Gödel in the early 20th century, are two fundamental results in mathematical logic and philosophy of mathematics. They reveal inherent limitations in the ability of formal systems to prove all truths about arithmetic.

Gorre & Daphetid is a fictional location in the role-playing game "Dungeons & Dragons" (D&D) and is part of the larger campaign setting known as the "World of Greyhawk." It is a unique geographical area characterized by its dark and mysterious atmosphere, often associated with themes of horror and the supernatural. In Gorre & Daphetid, players typically encounter a range of challenges and adventures, including encounters with various monsters, magical phenomena, and opportunities for exploration.

GPS drawing, also known as GPS art or GPS mapping, is a creative practice that involves using a GPS device or smartphone to create images, patterns, or designs by moving through physical space. As individuals or groups walk, run, or bike along specific routes, their movements are tracked by GPS technology, which records the coordinates to create a visual representation of the route taken.

Graduate Texts in Mathematics (GTM) is a series of advanced mathematics textbooks published by Springer. The series is designed primarily for graduate students and advanced undergraduates, covering a wide range of topics in pure and applied mathematics. Each book in the series typically provides thorough treatments of specific subjects, complete with definitions, theorems, proofs, and examples. The books are written by prominent mathematicians and are intended to be both rigorous and accessible to those with a solid background in mathematics.

Graphene plasmonics is a field of study that explores the interaction between graphene— a single layer of carbon atoms arranged in a two-dimensional lattice— and plasmons, which are coherent oscillations of electrons that occur at the surface of conductors and can propagate along metal-dielectric interfaces. ### Key Concepts: 1. **Plasmons**: Plasmons are quasi-particles resulting from the collective oscillations of free electrons in a material.

The Grand Accélérateur National d'Ions Lourds (GANIL) is a national facility for nuclear physics research located in Caen, France. It is primarily dedicated to the study of heavy ions, which are nuclei of heavy elements. GANIL is known for its ability to accelerate these heavy ions to high energies, allowing scientists to explore a variety of nuclear phenomena, including nuclear structure, reactions, and the properties of exotic nuclei.

Grassmann–Cayley algebra is an algebraic structure that extends the concepts of vector spaces and linear algebra, focusing on the interactions of multilinear forms and multilinear transformations. This algebra allows for the representation of geometric and algebraic concepts, combining aspects of Grassmann algebra and Cayley algebra. ### Key Concepts 1. **Grassmann Algebra**: Grassmann algebra, named after Hermann Grassmann, deals with the exterior algebra of a vector space.