The academic staff at the Norwegian University of Science and Technology (NTNU) consists of faculty members engaged in teaching, research, and various academic activities in a wide range of disciplines. This includes professors, associate professors, assistant professors, lecturers, and researchers across different faculties such as engineering, natural sciences, humanities, social sciences, medicine, and architecture.
Larry Robinson is a notable chemist recognized for his contributions to the field, particularly in the area of nanotechnology and materials science. He has had a significant impact on the understanding of molecular materials and their applications. In addition to his research contributions, he is known for his role in academia, having held positions at various institutions.
The empirical characteristic function (ECF) is a statistical tool used in the analysis of random variables and processes. It is a nonparametric estimator of the characteristic function of a distribution based on a sample of observations. The characteristic function itself is a complex-valued function that provides useful information about a probability distribution, such as the moments and the behavior of sums of random variables.
A function is said to be **symmetrically continuous** if it exhibits a form of continuity that is symmetric about a certain point or axis. While the term "symmetric continuity" is not standard in all mathematical texts, it can be interpreted in a few different contexts depending on the specific mathematical setting. One common interpretation can be related to functions defined on symmetric spaces or with respect to a symmetric property.
The 20th century saw significant contributions from Ukrainian mathematicians, many of whom made important advances in various fields of mathematics. Here are some notable figures and their contributions: 1. **Mykola Bogolyubov** (1909–1993) - A prominent mathematician and theoretical physicist, Bogolyubov made significant contributions to various areas, including functional analysis and statistical mechanics. He is well-known for his work in quantum field theory and the theory of integrable systems.
Anatoly Samoilenko may refer to different individuals, but he is most commonly associated with being a prominent figure in the field of mathematics, particularly in relation to algorithm theory, combinatorics, or similar disciplines. However, specific context or additional details might be needed to provide accurate information on the individual you're referring to, as there can be multiple people with the same name in various fields.
Igor Rodnianski is a prominent mathematician known for his work in the fields of mathematical physics, general relativity, and partial differential equations. He has made significant contributions to the study of the Einstein equations and the behavior of solutions to these equations, particularly in the context of black holes and the stability of spacetimes. Rodnianski is affiliated with academic institutions and has published numerous papers in theoretical physics and mathematics.
The Professional Liability Underwriting Society (PLUS) is an organization that serves professionals in the field of professional liability insurance and risk management. It was established to promote education, networking, and advocacy for those involved in the professional liability insurance industry, including underwriters, claims professionals, brokers, and related service providers. PLUS provides a platform for members to access resources, training, and industry insights, and it organizes events, conferences, and seminars that allow professionals to exchange knowledge and best practices.
Kristian Birkeland (1867–1917) was a Norwegian scientist and explorer known for his significant contributions to the understanding of the Earth's magnetosphere and the auroras. He is best known for his pioneering theories on the causes of the auroras, which he proposed were related to solar particles interacting with the Earth's magnetic field. Birkeland conducted extensive research and experiments, including launching sounding rockets to study the upper atmosphere.
Lars Vegard is a name associated with a concept in materials science known as the Vegard's Law. This law describes the linear relationship between the composition of an alloy and its lattice constants, which is significant in understanding the physical properties of solid solutions. Specifically, Vegard's Law states that the lattice parameter of a solid solution can be calculated as a weighted average of the lattice parameters of the constituent pure components.
NUTS 1 refers to a level of the Nomenclature of Territorial Units for Statistics (NUTS), which is a hierarchical system used by the European Union for statistical purposes. Specifically, NUTS 1 denotes the first level of this classification, which divides member states into large regions for statistical analysis and economic reporting. In the context of satellites or satellite data, NUTS 1 regions may be relevant for the application of data to study geographic, environmental, or socioeconomic conditions.
Minesweeper is a classic single-player puzzle video game that involves logic and strategy. It gained widespread popularity with its inclusion in Microsoft Windows in the early 1990s, although it has origins dating back to earlier games. ### Gameplay Mechanics: - **Objective**: The primary goal of Minesweeper is to clear a rectangular board containing hidden "mines" or bombs without detonating any of them. Players aim to uncover all safe squares while avoiding the mines.
Not-All-Equal 3-Satisfiability (NAE-3-SAT) is a variation of the standard 3-Satisfiability (3-SAT) problem in the field of computational complexity and logic. In general, the 3-SAT problem involves determining whether there is an assignment of truth values to variables in a boolean formula written in conjunctive normal form (CNF), such that the entire formula evaluates to true.
Fiducial inference is a statistical framework developed by the mathematician Ronald A. Fisher in the early 20th century. It is intended for making inferences about parameters of a statistical model based on observed data without relying on the subjective probabilities associated with prior distributions, which are common in Bayesian statistics.
The Angular Spectrum Method (ASM) is a technique used in optics, particularly in the analysis of wave propagation and diffraction of light. It is based on the principle of representing a wavefront as a superposition of plane waves. This method is widely used in computer science and engineering fields, especially in image processing, optical system design, and simulation of wave propagation in various media.
Branson Ultrasonics is a company that specializes in ultrasonic technology and is widely recognized for its development of ultrasonic welding and cleaning equipment. Founded in 1946, Branson is part of Emerson Electric Co., a global technology and engineering company. Branson's products are used in various industries, including automotive, medical, consumer goods, and electronics, to perform tasks such as joining materials, cleaning components, and enhancing manufacturing processes.
Revolve NTNU is a student-driven organization associated with the Norwegian University of Science and Technology (NTNU) in Norway. It focuses on promoting sustainable practices and innovation, typically through initiatives related to renewable energy, green technology, and environmental awareness. The organization aims to engage students in various activities, projects, and events that encourage a sustainable mindset and foster collaboration among students, researchers, and industry partners.
"Uncle Petros and Goldbach's Conjecture" is a novel written by Apostolos Doxiadis, published in 1992. The story revolves around a boy who becomes fascinated with mathematics, particularly number theory, through the influence of his reclusive uncle, Petros Papachristos. Uncle Petros is portrayed as a brilliant but eccentric mathematician who has devoted his life to solving a famous problem known as Goldbach's Conjecture.
SAT solvers are algorithms or software tools designed to solve the Boolean satisfiability problem (SAT). The SAT problem involves determining whether there exists an assignment of truth values (true or false) to a set of variables such that a given Boolean formula evaluates to true. The problem is typically represented in conjunctive normal form (CNF), which is a conjunction (AND) of clauses, where each clause is a disjunction (OR) of literals (variables or their negations).
Strongly NP-complete problems are a subset of NP-complete problems that remain NP-complete even when the numerical values in the input are bounded by a polynomial in the size of the input. This contrasts with "weakly NP-complete" problems, which can be solved in polynomial time when the numbers involved are small (i.e., their magnitude is polynomially bounded) but may be hard in the general case where numerical values can be arbitrary.