Flat Eric is a fictional character created by French musician and producer Mr. Oizo (Quentin Dupieux). The character is a flat, yellow puppet with a distinctive appearance, known for its resemblance to a doll with a simplistic design. Flat Eric gained popularity in the late 1990s, particularly through its association with a series of television commercials for Levi's jeans, where the character was depicted in various comedic situations. The character is also featured in Mr.

In "Mystery Science Theater 3000" (MST3K), GPC stands for "Genuine People Personalities." It is a fictional product created by the show as part of the humor and satire surrounding its setting. In the context of MST3K, GPC is a parody of the various personality and self-improvement products marketed in the real world, and it reflects the show's tongue-in-cheek approach to pop culture and consumerism.

Kkoktugakshi Nori, also known as "Kkoktugakshi Nori (꼭두각시 놀이)" in Korean, is a traditional Korean puppet play. The term "Kkoktugakshi" translates to "wooden doll" or "puppet," while "Nori" means "play" or "game.

Loeki de Leeuw is a character from a Dutch animated television series that originally aired in the Netherlands. The character is a cartoon lion who became popular in the 1970s and 1980s. Loeki is known for his playful and mischievous personality, often engaging in various comedic situations. The show featured short episodes with Loeki involved in different adventures, often targeted at a young audience.

"Photo Doody" or "Howdy" seems to be a term that isn't widely recognized or defined in common knowledge up until October 2023. It's possible that it refers to a specific concept, trend, app, or joke that emerged after that time, or it could be a niche term used in a particular community or context.

Teto the Clown, also known as "Teto," is a character from a popular meme that originated from the Japanese vocal synthesis software community, specifically associated with vocaloid characters and the broader "Vocaloid" culture. Teto is often depicted as a clown-like figure with a distinct design, characterized by a colorful outfit and a whimsical appearance. The character gained popularity on various social media platforms, where users create and share artwork, music, and animations featuring Teto.

Maxwell Rosenlicht is a mathematician known primarily for his work in analysis and mathematical education. He is perhaps best known for authoring the textbook "Introduction to Analysis," which has been widely used in undergraduate mathematics courses. The book covers fundamental concepts in real analysis, such as sequences, limits, continuity, differentiation, and integration, providing a rigorous foundation for students.

In graph theory, a **haven** is a concept used in the study of certain types of graphs, particularly concerning the connectivity and resilience of networks. Specifically, a haven is a vertex or a set of vertices in a graph that can serve as a refuge or a secure point from which other vertices can be reached despite the removal of certain edges or vertices.

Tag is a classic playground game commonly played by children, although it can be enjoyed by people of all ages. The game's basic premise involves players trying to avoid being "tagged" by a designated "It" player. Here are the fundamental rules and mechanics of the game: 1. **Players**: The game requires at least three players but can be played with larger groups. 2. **Objective**: The main goal is to avoid being tagged by the player who is "It.

Arthur P. Dempster is a prominent statistician known for his contributions to the field of statistics, particularly in the areas of Bayesian statistics and the development of methods for data analysis. He is best known for Dempster-Shafer theory, which is a mathematical theory of evidence that generalizes Bayesian probability. This theory provides a framework for dealing with uncertainty and combining evidence from different sources. Dempster has also made significant contributions to statistical inference, multivariate analysis, and computational statistics.

Daniel Kane is a mathematician known for his work in various fields of mathematics, particularly in combinatorics, probability, and theoretical computer science. He has made contributions in areas such as randomized algorithms and the theory of computation. Kane is also recognized for his collaborative work and research efforts in understanding complex mathematical problems and developing new techniques in these areas. He may have been involved in significant research publications and has likely taught at academic institutions, contributing to the education of students in mathematics and related fields.

Paul C. Rosenbloom is a notable figure in the fields of artificial intelligence and cognitive science. He is recognized for his work on various aspects of AI, particularly in relation to the understanding of human cognition and the development of computational models of cognition. Rosenbloom has contributed to research on architectures for intelligent systems, including those that mimic human thought processes.

George F. D. Duff is not a widely recognized public figure or concept in popular culture, history, or academia as of my last training data in October 2023. It is possible that he could be a private individual or a lesser-known person in a specific field.

James B. Saxe is not widely recognized as a notable figure in popular culture, literature, or other fields based on information available up until October 2023. It's possible that he could be a lesser-known individual or a private citizen, but without more context, it's challenging to provide specific information. There may be developments or contexts that have arisen after my last training cut-off in October 2023.

James Bjorken is a prominent American physicist known for his significant contributions to the field of particle physics. He is best recognized for the development of the Bjorken scaling hypothesis, which describes how deep inelastic scattering experiments reveal the internal structure of protons and neutrons. This work helped to lay the foundations for the later development of quantum chromodynamics (QCD) and the understanding of the strong force.

Lenhard Ng is a theoretical computer scientist known for his work in areas such as algorithm design and analysis, particularly in relation to online algorithms, computational geometry, and approximation algorithms. He has contributed to foundational concepts and developments in these areas, often focusing on improving the efficiency and effectiveness of algorithms for solving complex computational problems. Please note that the specific details about his contributions and current status might vary, so it's advisable to check recent sources for the latest information on his work and influence in the field.

William C. Waterhouse can refer to different individuals or concepts depending on the context. One prominent figure is William C. Waterhouse (born 1945), an American philosopher known for his work in epistemology and the philosophy of language.

Neopythagoreanism is a philosophical and religious movement that emerged in the late Hellenistic period, particularly in the 1st century BCE and early CE. It represents a revival and adaptation of the ideas of the ancient Pythagoreans, a group founded by the Greek philosopher Pythagoras in the 6th century BCE, who is renowned for his contributions to mathematics, philosophy, and spiritual beliefs.

Mathematicism is a philosophical viewpoint that emphasizes the foundational role of mathematics in understanding and describing the universe. It posits that mathematical structures and concepts are not just tools for modeling physical phenomena but may also represent a fundamental aspect of reality itself. This perspective often intersects with discussions in philosophy of mathematics, metaphysics, and theoretical physics.

Quadratic residue codes are a class of error-correcting codes that are derived from the properties of quadratic residues in number theory. These codes are particularly notable in the field of coding theory for their efficiency and ability to detect and correct errors in transmitted data. ### Definition A quadratic residue modulo a prime \( p \) is an integer \( a \) such that there exists some integer \( x \) satisfying the equation \( x^2 \equiv a \mod p \).