A **Killing horizon** is a concept that arises in the context of theoretical physics, particularly in general relativity and the study of black holes. It is associated with the properties of spacetime near gravitational sources, particularly in situations involving event horizons. The term "Killing" refers to **Killing vectors**, which are mathematical objects that describe symmetries in a spacetime.

Kilnam Chon is a prominent South Korean computer scientist known for his contributions to the fields of networking and distributed systems. He is particularly recognized for his work in the development of the Internet, including projects related to internet protocol (IP) and the advancement of networking technologies. In addition to his research and academic achievements, Chon has been involved in various initiatives aimed at promoting the development of information technology in South Korea and beyond.

Kirkbi AG v. Ritvik Holdings Inc. is a notable legal case that deals with trademark law and the protection of intellectual property rights. The case involves Kirkbi AG, which is the owner of the LEGO trademark, and Ritvik Holdings Inc., a company that was accused of infringing on Kirkbi’s trademark rights through the sale of products that could cause consumer confusion.

Kitchenware refers to various tools, utensils, appliances, and equipment used in the kitchen for food preparation, cooking, serving, and storage. This category encompasses a wide range of items, including: 1. **Cookware**: Pots, pans, baking dishes, and other items used for cooking food on the stovetop or in the oven.

A **Knapsack auction** is a variation of auction mechanisms that introduces elements from the well-known "knapsack problem" from combinatorial optimization. In a classic knapsack problem, the goal is to select a subset of items, each with a given weight and value, such that the total weight is within a specified limit (the capacity of the knapsack) and the total value is maximized.

In topology, the complement of a knot refers to the space that remains when the knot is removed from the three-dimensional space.

The Kolakoski sequence is an infinite sequence of integers that is defined recursively. It is notable because it is self-generating and consists only of the integers 1 and 2. The sequence begins with 1 and is constructed by reading the lengths of groups of 1s and 2s as specified by the terms of the sequence itself. The construction process goes as follows: 1. Start with the initial term: \( 1 \).

The Kolmogorov–Zurbenko (KZ) filter, named after mathematicians Andrey Kolmogorov and Vladimir Zurbenko, is a statistical method used for smoothing time series data. It is particularly useful for the analysis of time series that may contain noise or outliers, and it is a powerful tool in many fields, including meteorology, environmental science, and economics.

Sieved ultraspherical polynomials, more commonly referred to in the context of orthogonal polynomials, are a specific type of polynomial that arises from the study of special functions and approximation theory. To understand them better, it's useful to break down the terms: 1. **Ultraspherical Polynomials**: These are also known as Gegenbauer polynomials.

SXAL/MBAL refers to a type of battery technology specifically designed for energy storage systems. SXAL stands for "Sodium-Xenon Alkaline" and MBAL refers to "Metal-Based Alkaline." These batteries combine elements of alkaline battery chemistry with innovative materials to enhance performance, energy density, and cycle life. The use of sodium and xenon in the SXAL design aims to improve safety and environmental sustainability compared to traditional lithium-ion batteries.

An Ordered Two-Template Relay is a concept primarily associated with the field of information theory and communication networks. While it may not be widely recognized as a standard term, the components can be understood as follows: 1. **Relay System**: In communication networks, a relay is an intermediate node that receives a signal and retransmits it to extend the reach of the communication. Relays are essential in various types of networks, including wireless, sensor, and mobile networks.

As of my last knowledge update in October 2023, "RedLibre" typically refers to a project or initiative related to open-source software, free technology, or community-driven resources, particularly in Spanish-speaking regions. However, specific details may vary depending on the context or location in which it is being used.

Phenol extraction, often referred to as phenol-water extraction, is a biochemical technique primarily used for the isolation and purification of nucleic acids (DNA and RNA) from biological samples. This method exploits the differential solubility of biomolecules in phenol and aqueous solutions. ### Key Features of Phenol Extraction: 1. **Composition**: The process typically involves a mixture of phenol, water, and sometimes chloroform or isoamyl alcohol.

Qing Nie, also known as "Qing Nian," refers to a specific kind of Chinese green tea. However, it is also possible that there may be confusion with terms related to Chinese culture or other similar-sounding names.

Isogeometric Analysis (IGA) is a numerical method that integrates finite element analysis (FEA) and computer-aided design (CAD) within a unified framework. It utilizes the same basis functions used for geometric representation in CAD, such as Non-Uniform Rational B-Splines (NURBS), to represent both the geometry of the computational domain and the solution of partial differential equations (PDEs) over that domain.

The Kosovo Agency of Statistics (KAS) is the official institution responsible for collecting, analyzing, and disseminating statistical data in Kosovo. Established to ensure the availability of high-quality statistical information, KAS plays a crucial role in supporting decision-making processes, informing public policy, and contributing to socio-economic development in Kosovo.

Kristen Nygaard (1926–2002) was a prominent Norwegian computer scientist, widely recognized for his contributions to the field of programming languages and software engineering. He is best known for his work in object-oriented programming and for being one of the developers of the programming language Simula. Simula, developed in the 1960s, is considered one of the first object-oriented programming languages and introduced many concepts that later became fundamental in this paradigm, such as classes and objects.

Krste Asanović is a prominent computer scientist known for his work in computer architecture, parallel processing, and system design. He has contributed significantly to the development of computer systems and has been involved in research related to high-performance computing and embedded systems. In addition to his research contributions, Asanović is known for his role in academia and has been involved in teaching and mentoring students in the field of computer science.

K-theory is a branch of mathematics that deals with the study of vector bundles and their generalizations, often in the context of algebraic topology and algebraic geometry. When applied to categories, K-theory can be seen as a way to encode information about vector bundles over topological spaces or other algebraic structures in a homological framework.

Kummer theory, named after the mathematician Ernst Eduard Kummer, is a branch of number theory that deals with the study of the behavior of prime numbers in relation to fields and their extensions, particularly focusing on certain types of algebraic numbers known as "Kummer extensions." Here are the key points related to Kummer theory: 1. **Kummer Extensions**: These are specific extensions of number fields obtained by adjoining roots of elements.