Fractal expressionism is a contemporary art movement that combines elements of abstract expressionism with the mathematical concept of fractals. It emerges from the idea that art can reflect the complex patterns and structures found in nature, which often exhibit fractal properties, such as self-similarity and recursive patterns at different scales. In fractal expressionism, artists may use techniques that mimic or evoke these fractal patterns, often through chaotic, spontaneous, or gestural brushwork reminiscent of abstract expressionism.

Mathematical sculpture is an art form that combines mathematics and sculpture to create three-dimensional artworks inspired by mathematical concepts, principles, and structures. These sculptures often explore geometric shapes, symmetry, topology, fractals, and various mathematical models, translating complex mathematical ideas into tangible forms. Artists and mathematicians may collaborate to produce sculptures that not only serve an aesthetic purpose but also often invite viewers to engage with mathematical concepts visually and spatially.

"NinKi: Urgency of Proximate Drawing Photograph" does not appear to be a widely recognized term, concept, or work as of my last update in October 2023. It is possible that it refers to a specific art project, a theoretical framework, or a particular work of photography or drawing that has emerged more recently or is niche in nature.

Bellard's formula is an algorithm for calculating the digits of the mathematical constant π (pi). Developed by the French mathematician Fabrice Bellard in 1999, it is an efficient formula that allows for the computation of π to many digits with less computational effort compared to some earlier formulas.

The Bridges Organization is a non-profit organization that focuses on connecting diverse communities through dialogue, education, and partnerships. It is dedicated to fostering understanding and collaboration among individuals from different backgrounds, cultures, and experiences. The organization typically emphasizes inclusion, social justice, and community-based initiatives. While the specific activities and programs may vary, organizations with this name often aim to bridge gaps between various groups, promote social change, and support the development of leadership skills within communities.

There are several documentary television series that explore mathematics in various intriguing ways. Here are a few notable examples: 1. **"The Story of Maths"** - This BBC documentary series, presented by mathematician Marcus du Sautoy, explores the history of mathematics from ancient civilizations to modern times, highlighting the cultural and intellectual impact of mathematical discoveries.

Mathematical humor is a genre of humor that revolves around mathematical concepts, terminology, and situations. It often involves wordplay, puns, jokes, or scenarios that require some understanding of mathematics to fully appreciate. This type of humor can be found in various forms, including: 1. **Puns and Wordplay**: Jokes that play on the double meanings or sounds of mathematical terms. For example: "Why was the equal sign so humble?

Mathematics-related topics in popular culture encompass a wide range of themes and representations across various media, including film, literature, television, music, and art. Here are some notable examples: 1. **Films**: - **"A Beautiful Mind"**: This biographical film portrays the life of mathematician John Nash and his struggles with mental illness, highlighting his contributions to game theory.

Ethnocomputing is an interdisciplinary field that explores the intersection of computing, culture, and social practices. It involves investigating how different cultural groups conceptualize, use, and interact with technology, as well as how computing can be adapted to meet the needs of diverse communities. The primary aim of ethnocomputing is to recognize and incorporate cultural diversity into computing practices and technologies.

Glossaries of mathematics refer to collections of terms, definitions, and concepts relevant to the field of mathematics. These glossaries serve as resources for students, educators, researchers, and anyone interested in mathematics, providing clear explanations of mathematical terminology. Typically, a mathematical glossary will include: 1. **Definitions:** Clear and precise explanations of mathematical terms. 2. **Concepts:** Descriptions of broader ideas or theories within mathematics, such as algebra, calculus, geometry, etc.

"Lists of problems" can refer to a variety of contexts depending on the subject matter. Here are a few interpretations: 1. **In Problem-Solving and Critical Thinking**: Lists of problems can refer to specific issues that need to be addressed, analyzed, or solved. These might be challenges in various fields such as economics, environmental science, health care, business, or technology.

Mathematics in Germany has a rich tradition and is prominently integrated into both education and research. Germany is known for its significant contributions to various mathematical fields and hosts numerous prestigious universities and research institutions. ### Historical Context Germany has been home to many renowned mathematicians, such as: - **Carl Friedrich Gauss**, known for his contributions to number theory, statistics, and many other areas. - **David Hilbert**, famous for his work on mathematical logic, algebra, and foundations of geometry.

Mathematics in the United Kingdom encompasses a broad range of activities, including education, research, and applications across various fields. Here’s an overview of its key aspects: ### 1. **Education System:** - **Curriculum**: Mathematics is a core subject in the UK education system. Students usually begin learning mathematics at an early age, and it continues to be a mandatory subject through secondary education (ages 5-16).

Mathematics in the United States encompasses a wide range of topics, practices, and educational frameworks that reflect both the discipline itself and its application within various contexts. Here are some key points about mathematics in the U.S.: ### 1. **Educational Framework** - **K-12 Education**: Mathematics is a core subject in the U.S. education system, starting from elementary school through high school.

A Banach space is a complete normed vector space, meaning that it is a vector space equipped with a norm such that every Cauchy sequence in the space converges to an element within the space. Here’s a list of some important examples and types of Banach spaces: 1. **Finite-Dimensional Banach Spaces** - Any finite-dimensional normed vector space is a Banach space.

The list of Fourier-related transforms refers to a collection of integral transforms that are used to analyze functions and signals in various ways. These transforms are based on the principles of Fourier analysis and are widely used in fields such as signal processing, physics, and engineering. Here are some of the key Fourier-related transforms: 1. **Fourier Transform (FT)**: - A transform that expresses a function as an integral of complex exponentials (sines and cosines).

Fourier analysis is a vast and rich field in mathematics that studies the representation of functions as sums of sinusoidal components and the study of the properties of these representations.