Internet Society – Bulgaria is a local chapter of the Internet Society, an international organization founded in 1992 that aims to promote the open development, evolution, and use of the Internet for the benefit of all. The Bulgarian chapter focuses on advocating for Internet-related policies, fostering education about Internet technology, and supporting the development of the Internet within Bulgaria. Key activities of Internet Society – Bulgaria may include organizing events, workshops, and seminars to raise awareness about Internet governance, security, and technology issues.

Joseph Lechleider was an American electrical engineer and inventor, best known for his work in the field of semiconductor technology. He is particularly recognized for his invention of the laser diode, which is a critical component in various technologies, including fiber optic communication and laser printing. Lechleider's contributions have had a significant impact on telecommunications and other industries reliant on optical technologies.

The term "Internet pioneers" refers to individuals who made significant contributions to the development of the internet and its underlying technologies. Here is a list of some notable internet pioneers: 1. **Vint Cerf** - Often called one of the "fathers of the internet," he co-designed the TCP/IP protocols, which are fundamental to the internet's operation.

Early webcomics played a significant role in the development of online comics, featuring a variety of styles and genres. Here’s a list of notable early webcomics that contributed to the internet comic landscape: 1. **Kevin & Kell** (1996) - Created by Bill Holbrook, this comic follows the lives of a wolf and a rabbit who navigate their mixed-species relationship. 2. **Irregular Webcomic!

As of my last knowledge update in October 2023, "MIDnet" does not refer to a widely recognized term, organization, or technology. It could potentially be a specific project, technology, or network that has emerged after that date, or it may be a less-known term in a specialized field.

The Montevideo Statement on the Future of Internet Cooperation is a document that emerged from a meeting in Montevideo, Uruguay, held in October 2018. It was a collaborative effort involving various stakeholders in the internet governance ecosystem, including governments, civil society, the private sector, and technical communities. The statement emphasizes the need for an inclusive and multi-stakeholder approach to internet governance, advocating for cooperation among different sectors to address challenges facing the internet.

The Mozilla Manifesto is a document that outlines the principles and beliefs that guide the Mozilla Foundation and its mission. It serves as a declaration of the organization's commitment to promoting a healthy internet, fostering innovation, and ensuring that the web remains open and accessible to everyone. The manifesto emphasizes key values such as: 1. **Openness**: The web should be accessible to all, and its technologies and standards should be open and transparent.

The Next Generation Internet (NGI) initiative is a program primarily spearheaded by the European Commission aimed at fostering the development of an internet that is more user-centric, secure, and respectful of individual privacy. The vision behind NGI is to create an internet that supports innovation while ensuring that it meets the evolving needs of users and society at large.

"The Big Electric Cat" is a song by the American rock band, The Hooters. It appears on their 1985 album, "Nervous Night." The track showcases the band's blend of rock, new wave, and alternative influences, characterized by catchy melodies and vibrant instrumentation. It's important to note that there may be other interpretations or works that could be referred to as "The Big Electric Cat," but the most notable reference is the song by The Hooters.

Cohomology of algebras is a mathematical framework that extends the concepts of cohomology from topological spaces and differential geometry to algebraic structures, such as associative algebras, Lie algebras, and more generally, algebraic structures equipped with an action. At its core, cohomology assigns algebraic invariants (usually in the form of cohomology groups or cohomology spaces) to an algebraic object, which can provide insights into its structure and properties.

"Pumps" can refer to several things depending on the context. Here are a few common interpretations: 1. **Mechanical Pumps**: Devices that move fluids (liquids or gases) by mechanical action. They are used in various applications, such as water supply, heating, and industrial processes. Types of mechanical pumps include centrifugal pumps, positive displacement pumps, and diaphragm pumps.

Surveillance capitalism is a term coined by Shoshana Zuboff in her 2019 book, "The Age of Surveillance Capitalism: The Fight for a Human Future at the New Frontier of Power." It refers to a new economic system that capitalizes on the collection and analysis of vast amounts of personal data generated by individuals through their interactions with digital technologies, particularly the internet, social media, and mobile devices.

The UCLA Henry Samueli School of Engineering and Applied Science (often referred to as UCLA Engineering) is one of the premier engineering schools in the United States, part of the University of California, Los Angeles (UCLA). Established in 1936, the school offers a wide range of undergraduate and graduate programs across various engineering disciplines.

Mixed Hodge modules are a sophisticated mathematical concept that arises in the intersection of algebraic geometry, Hodge theory, and the theory of perverse sheaves. They were introduced by the mathematician Mitsuhiro Shintani in a 2000 paper and are part of the framework for understanding the properties of complex algebraic varieties and their singularities.

The Cartan–Eilenberg resolution is a method in homological algebra that provides a way to resolve certain algebraic structures (such as modules or complexes) using projective or injective resolutions. It is particularly useful in the context of derived functors and in studying the homological properties of chain complexes.

Factorization homology is a concept from the field of algebraic topology and homotopy theory, particularly in the context of homology theories that are associated with topological spaces and manifolds. It is a way of deriving a homology theory from the structure of a space by using "factorization" properties of differentials forms or more general coefficients.

The Eilenberg–Zilber theorem is a result in algebraic topology and homological algebra that provides a way to compute the singular homology of a product of two topological spaces. Specifically, the theorem addresses the relationship between the singular chains on the product of two spaces and the singular chains on the spaces themselves.

The Koszul complex is a construction in algebraic topology and commutative algebra that arises in the study of modules over a ring and their syzygies. It is particularly useful for understanding the structure of modules over a polynomial ring and in computing homological properties.

The Künneth theorem is an important result in algebraic topology that relates the homology groups of a product of two topological spaces to the homology groups of the individual spaces. It is particularly useful in the computation of homology groups for spaces that can be expressed as products of simpler spaces.

Grothendieck's Tôhoku paper, formally titled "Éléments de géométrie algébrique I: La théorie des schémas," is a seminal work published in 1960 in the journal "Tohoku Mathematical Journal." This paper is one of the foundational texts in the field of algebraic geometry and represents a major step forward in the development of the theory of schemes.