Jonathan Coleman is a physicist known for his work in the field of nanotechnology and materials science. He is a professor at University College Dublin (UCD) and has made significant contributions to the understanding and application of two-dimensional materials, such as graphene and other novel nanomaterials. His research often focuses on the synthesis, characterization, and integration of these materials into various applications, including electronics and energy systems.

The Jordan Journal of Mechanical and Industrial Engineering (JJMIE) is a peer-reviewed academic journal that focuses on publishing research articles and studies in the fields of mechanical and industrial engineering. It serves as a platform for researchers, academics, and industry professionals to share their findings, advancements, methodologies, and applications related to various aspects of mechanical and industrial engineering. The journal typically includes contributions on topics such as design, manufacturing processes, materials engineering, systems optimization, robotics, quality control, and other relevant areas.

Jordan's Lemma is a result in complex analysis that is particularly useful in evaluating certain types of integrals involving oscillatory functions over infinite intervals. It provides a method for showing that specific integrals vanish under certain conditions, especially when the integrands involve exponential factors.

"Jorge Cortes" could refer to different individuals, as it is a common name in Spanish-speaking countries. For instance, there might be public figures, artists, athletes, or academics with that name. Without additional context, it's difficult to determine which specific Jorge Cortes you’re referring to.

Josef Finger, often referred to in the context of "Finger's method" or "Finger's formula," was a mathematician known for his work on number theory and combinatorics in the early 20th century. He is primarily recognized for his contributions to the field of combinatorial structures, particularly in the enumeration of certain types of combinatorial configurations.

Joseph Diez Gergonne was a notable French mathematician, born on January 18, 1796, and died on April 18, 1879. He is primarily known for his contributions to projective geometry and mathematical notation. One of his significant achievements was his work in the field of combinatorial geometry, where he developed various geometrical theories and perspectives.

Joseph F. Traub is a prominent computer scientist known for his contributions to the fields of algorithms, computational complexity, and computer science education. He has made significant impacts in various areas, including numerical algorithms, information theory, and theoretical computer science. Traub is also known for his work in the development of educational frameworks in computer science and has authored numerous papers and textbooks on algorithm analysis and related topics.

Joseph S. B. Mitchell is a mathematician known for his contributions to various fields, particularly in the areas of statistics and applied mathematics. He has authored or co-authored numerous papers and articles on topics related to statistical theory, statistical modeling, and applications of mathematics in real-world problems. If you're referencing a specific work, achievement, or context related to Joseph S. B.

Snaith's theorem is a result in algebraic topology, particularly in the area of stable homotopy theory. It provides a way to relate different kinds of stable homotopy groups, particularly those associated with certain spectra. Specifically, Snaith's theorem states that for the sphere spectrum \( S \), the stable homotopy groups of \( S \) can be expressed in terms of the homotopy groups of a loop space.

The Journal of Materials in Civil Engineering is a peer-reviewed academic journal published by the American Society of Civil Engineers (ASCE). It focuses on research and advancements related to materials used in civil engineering applications. The journal covers a wide range of topics, including but not limited to: - The properties and performance of construction materials such as concrete, steel, asphalt, and composites. - Innovations in material science that impact civil engineering, including sustainable materials and recycling.

The Journal of Mathematical Biology is an academic journal that publishes research articles focused on the application of mathematical techniques to biological problems. This journal covers various areas where mathematics intersects with biology, including but not limited to population dynamics, theoretical ecology, epidemiology, evolutionary biology, and biological processes at the cellular and molecular levels. The journal aims to foster interdisciplinary research that combines insights from both mathematics and biology to provide a deeper understanding of biological phenomena.

The Journal of the Indian Society of Remote Sensing (JISRS) is a scientific journal that focuses on the field of remote sensing. It is published by the Indian Society of Remote Sensing, which is an organization dedicated to promoting the application of remote sensing technology in various fields such as agriculture, forestry, land use, disaster management, and environmental monitoring. The journal publishes original research articles, reviews, and technical notes related to remote sensing techniques and applications.

Jozef J. Zwislocki is a prominent figure in the fields of auditory perception and psychophysics. He is well-known for his research contributions to our understanding of hearing, sound perception, and the physiological aspects of auditory systems. Zwislocki made significant advancements in the study of the mechanics of the ear, noise masking, threshold estimation, and the development of various psychophysical methods to assess auditory perception.

Juan Maldacena is an Argentine theoretical physicist renowned for his significant contributions to string theory and quantum gravity. He is perhaps best known for formulating the Maldacena duality, also known as the AdS/CFT correspondence, in 1997. This groundbreaking theoretical result posits a relationship between a type of string theory defined in a higher-dimensional space (Anti-de Sitter space) and a conformal field theory defined on the boundary of that space.

Jules Violle is a historical figure known primarily for his contributions to the field of astronomy and photography. The name "Jules Violle" is most commonly associated with a French physicist, born in 1841, who made significant advancements in the development of photometry and the measurement of light in astronomical observations. He is particularly noted for his work on the Violle photometer, an instrument used to measure the intensity of light from celestial bodies.

Junko Shigemitsu is a figure from Japan, known primarily as a professional shogi player. She achieved the title of Women's Meijin and has made significant contributions to the game of shogi, which is a traditional Japanese strategy board game similar to chess. Like many professional players in shogi, she has dedicated her life to mastering the game and has participated in various tournaments and competitions.

KCNH3 is a gene that encodes a protein belonging to the family of voltage-gated potassium channels. These channels are critical for the repolarization phase of action potentials in neurons and other excitable cells, playing a vital role in maintaining the electrical activity of cells, regulating heart rhythms, and contributing to various physiological processes. The KCNH3 protein is particularly associated with the regulation of neuronal excitability and has been implicated in certain neurological functions.

Karakuri puppets are traditional Japanese automata, often crafted with intricate mechanical designs that enable them to perform various actions. The word "karakuri" translates to "mechanism" or "trick," reflecting the innovative engineering behind these puppets. Historically, karakuri puppets date back to the 17th century and were initially used in the entertainment of the Edo period.

Just-In-Time (JIT) compilation is a technique used in computer programming to improve the performance of programs by converting high-level code into machine code at runtime. This process contrasts with traditional ahead-of-time (AOT) compilation, where code is compiled before execution.

Just tuning is a musical tuning system that is based on a series of simple frequency ratios for the intervals between notes. This approach to tuning emphasizes pure intervals that align with the harmonic series, which is the natural overtone series produced by vibrating strings or air columns. In just tuning, intervals are derived from whole-number ratios, which results in consonant and harmonically pleasing sounds.