Béla Juhos is a Hungarian name, and it might refer to various individuals depending on the context, such as a historical figure, artist, or contemporary person. However, as of my last update in October 2023, there is no widely recognized or prominent individual by that name in popular culture, politics, or academia. If you have a specific context or field in mind (e.g.

Carrie Everson is a professional known for her work in the field of marketing and advertising, particularly in leadership roles within major companies. As of my last knowledge update in October 2021, she was recognized for her contributions to brand strategy and growth, previously holding significant positions at companies like Nielsen and leading marketing initiatives in various industries.

A signed measure is a generalization of the concept of a measure, which is a mathematical tool used to assign a size or volume to subsets of a given space, particularly in the context of measure theory. While a traditional measure assigns a non-negative value to subsets, a signed measure allows for the assignment of both positive and negative values.

Scanning Habitable Environments with Raman and Luminescence for Organics and Chemicals (SHERLOC) is a scientific instrument developed for the study of Mars, primarily onboard NASA's Perseverance rover, which was launched in July 2020 and landed on Mars in February 2021. SHERLOC's primary goal is to identify and characterize organic compounds and potential biosignatures—signs of past or present life—within Martian surface materials.

Iconicity refers to the relationship between a sign and its meaning, specifically how closely a sign resembles or represents what it denotes. This concept is often discussed in the fields of semiotics (the study of signs and symbols) and linguistics. In a broader sense, iconicity can be categorized into three types: 1. **Iconic Signs**: These are signs that physically resemble their referents or have a direct connection to what they represent.

Julia Hsu could refer to various individuals, but there is no widely recognized public figure by that name as of my last update in October 2023.

The Coriolis-Stokes force refers to the combined effects of the Coriolis force and the Stokes drag force in fluid dynamics. This force is particularly relevant in the study of geophysical flows, such as ocean currents and atmospheric movements, where both Earth's rotation and viscous forces play significant roles. 1. **Coriolis Force**: This is an inertial force described mathematically by the Coriolis effect, which arises from the rotation of the Earth.

Emil Wiechert (1861–1928) was a German geophysicist and seismologist best known for his contributions to the understanding of the Earth's internal structure. He is particularly recognized for developing the Wiechert Earth model, which was influential in the study of seismic waves and the Earth's layers. Wiechert's work helped lay the foundation for modern seismology and our understanding of earthquakes and the behavior of seismic waves as they travel through the Earth's interior.

Quickselect is an efficient algorithm used to find the k-th smallest (or largest) element in an unordered list. It is related to the Quicksort sorting algorithm and uses a similar partitioning approach.

The Dwork conjecture is a hypothesis in the field of arithmetic algebraic geometry, particularly concerning the interplay between p-adic analysis and the theory of algebraic varieties. It was proposed by the mathematician Bernard Dwork in the context of understanding the zeta function of a family of algebraic varieties over finite fields.

An "undervote" refers to a situation in an election where a voter does not select a candidate for a particular office on the ballot, even though they have cast a vote for other races or issues. This can occur for various reasons, such as a lack of preference for any of the candidates, confusion about the ballot, or overlooking that specific section of the ballot altogether. Undervotes can be significant in elections, as they may affect the outcome, particularly in close races.

The term "ideal surface" can refer to several concepts depending on the context in which it is used. Here are a few common interpretations: 1. **In Physics and Engineering**: - An ideal surface can refer to a theoretical surface that has no imperfections, roughness, or other irregularities. In the context of fluid dynamics, for instance, an ideal surface may be one that allows for perfect laminar flow without turbulence.

A **locally constant function** is a type of function that is constant within a localized region of its domain.

Tsume shogi is a type of puzzle in shogi (Japanese chess) that focuses on finding a sequence of moves leading to checkmate. In tsume shogi, the problem typically presents a scenario where one player, the "shiro" (white) or "kuro" (black), must deliver checkmate in a specified number of moves, regardless of the opponent's responses. The puzzles vary in complexity and can involve different pieces and arrangements on the board.

Baseband refers to a communication method where the original signal is transmitted over a medium without modulation onto a carrier frequency. In simpler terms, baseband signals are the original signals that utilize the entire bandwidth of the communication medium to carry information. Baseband can apply to various contexts, including: 1. **Data Transmission**: In networking, baseband transmission means that the entire bandwidth of the medium (like a coaxial cable or twisted pair cable) is used for a single communication channel.

In a general context, the term "series" can refer to different concepts depending on the field or discipline: 1. **Mathematics**: A series is the sum of the terms of a sequence. For example, the infinite series \( S = a_1 + a_2 + a_3 + ... \) can converge to a specific value or diverge. A well-known example is the geometric series or the Taylor series used in calculus.

Itô isometry is a fundamental concept in the theory of stochastic calculus, particularly in the context of Itô integrals. It provides an important relationship between the Itô integral and the expected value of the square of a stochastic process. Specifically, it states that the Itô integral preserves the inner product structure associated with the underlying probability space.

Setun is a computer that was developed in the Soviet Union in the 1950s. It is notable for being one of the first computers to utilize a ternary number system, which uses three digits (0, 1, and 2) instead of the binary system (0 and 1) that most modern computers use. The Setun computer was designed by a team led by Soviet scientist Sergei Alexeyevich Lebedev at the Moscow Institute of Electronic Machine Engineering.

The term "solar equator" typically refers to the imaginary line that represents the midpoint of the solar disk as seen from a particular viewpoint, such as from Earth or in the context of solar physics. In a more specific sense, within solar physics, it can also refer to the plane that bisects the Sun into the northern and southern hemispheres, analogous to the Earth's equator.

QuantLib is an open-source library for quantitative finance, primarily used for modeling, trading, and risk management in financial markets. It is written in C++ and provides a comprehensive suite of tools for quantitative analysis, including: - **Interest rate models**: Facilities for modeling and analyzing interest rate derivatives. - **Options pricing models**: Various methodologies for pricing different types of options, including European, American, and exotic options.