Subnational rank refers to the ranking of entities within a country based on specific criteria, often used to compare regions, states, provinces, cities, or other subdivisions of a nation. This type of ranking is typically employed in various contexts, including economic performance, education, health metrics, or other indicators of development and quality of life. For example, a subnational rank could involve listing states in the United States based on their GDP, education outcomes, health care quality, or even environmental sustainability.

Localism in Hong Kong refers to a political and social movement that emphasizes Hong Kong's unique identity and promotes the interests of its local population. This movement arose in response to various issues, including perceived encroachments on Hong Kong's autonomy, cultural identity, and political freedoms by the Chinese central government.

Heia Norge (VG) is a feature associated with the Norwegian newspaper Verdens Gang (VG), which is one of the largest newspapers in Norway. The term "Heia Norge" translates to "Go Norway" in English and is often used in a patriotic context, especially during sporting events or national celebrations. It typically encompasses content that promotes national pride and support for Norwegian athletes, teams, or cultural events.

A "List of populists" typically refers to a compilation of individuals, political leaders, parties, or movements that have been associated with populist ideologies or approaches. Populism is a political approach that seeks to represent the interests of ordinary people, often contrasting this group with a perceived elite or establishment. Populists can be found on both the left and right of the political spectrum, and their characteristics can vary widely depending on the context and the specific political culture.

Peronism is a political ideology and movement that originated in Argentina, associated with the policies and legacy of Juan Domingo Perón, who served as the country's president three times (1946–1955, 1973–1974). It is characterized by a mix of nationalism, populism, and social justice oriented toward enhancing the rights and welfare of the working class and the poor.

Populism in Europe refers to a political approach that contrasts "the people" against "the elite" and often portrays itself as a movement that represents the common people against a perceived corrupt or disconnected establishment. This phenomenon has gained significant traction in various European countries over the past few decades, particularly in response to economic dissatisfaction, immigration, globalization, and the perceived shortcomings of traditional political parties.

Qasimism is a term that generally refers to a religious or ideological approach associated with the beliefs and teachings of Qasim al-Ibn al-Hassan, a prominent figure in Shiite Islam, especially within the context of the events of Ashura and the Battle of Karbala. Followers of Qasimism typically emphasize themes such as martyrdom, sacrifice, justice, and the struggle against oppression, which are central to the narrative of Karbala and the larger Shiite tradition.

Socialism of the 21st Century is a political and economic concept that seeks to adapt traditional socialist principles to contemporary realities. It emerged notably in Latin America in the late 20th and early 21st centuries, particularly through the policies and leadership of figures such as Hugo Chávez in Venezuela, Evo Morales in Bolivia, and Rafael Correa in Ecuador.

William Jennings Bryan (1860–1925) was an American politician, orator, and lawyer who played a significant role in the Democratic Party during the late 19th and early 20th centuries. He is best known for his advocacy of populism and his support of various progressive reforms, including women's suffrage and the regulation of monopolies.

Pore structure refers to the arrangement, size, shape, and distribution of pores within a material. In various contexts, such as geology, material science, and biology, pore structure plays a critical role in determining the properties and behaviors of substances. Here’s a closer look at different aspects of pore structure: 1. **Geology and Soil Science**: In soils and rocks, pore structure is crucial for understanding water retention, permeability, and gas exchange.

The 21st century has seen numerous contributions from Portuguese mathematicians across various fields of mathematics. Here are a few notable figures and their contributions: 1. **Artur Avila** - A prominent mathematician known for his work in dynamical systems and mathematical analysis. He was awarded the Fields Medal in 2014 for his contributions to the theory of dynamical systems and is recognized for his work on the stability of differential equations and the statistical properties of dynamical systems.

The Box-making game, also known as Box Wars or Box Game, is a playful and creative activity often enjoyed by children and sometimes adults. It typically involves the use of cardboard boxes and encourages imaginative play and competition. Here are a few common variations and ideas related to the Box-making game: 1. **Building Structures:** Participants use cardboard boxes to construct various structures, such as forts, houses, or obstacle courses.

The Shannon switching game is a combinatorial game proposed by Claude Shannon, often considered the father of information theory. This game involves two players who take turns to switch the states of certain "switches" based on certain rules, and it serves as a means to explore concepts related to information, communication, and decision-making.

Eduardo de Sá is not a widely recognized name in global contexts, and there could be multiple individuals with that name. It could refer to a person in various fields such as arts, sports, academia, or business. Without more context, it's challenging to provide specific information.

Perfect obstruction theory is a concept in algebraic geometry and moduli theory that provides a way to study the deformation theory of algebraic varieties using perfect complexes. It extends the classical deformation theory by incorporating derived algebraic geometry and coherent sheaves. In more technical terms, perfect obstruction theory provides a framework to systematically track how certain geometric objects (like schemes or varieties) can be "deformed" within a moduli space.

Pamela Samuelson is a prominent legal scholar known for her work in intellectual property law, technology law, and information policy. She is a professor at the University of California, Berkeley, where she has made significant contributions to the understanding of copyright, trademark, and patent law, particularly in the context of digital technology and the internet.

The term "Taiwanese computer scientists" refers to researchers, educators, practitioners, and experts in the field of computer science who are from Taiwan or have Taiwanese nationality. Traditionally, Taiwanese computer scientists have contributed significantly to various areas within computer science, including artificial intelligence, software engineering, computer networks, human-computer interaction, and more.

In crystallography, a periodic graph refers to a visual representation of the repeating patterns that characterize crystal structures. Crystals are solid materials where atoms are arranged in a highly ordered and repeating three-dimensional pattern. This periodic arrangement can be modeled mathematically and graphically, allowing scientists to analyze and understand the properties of materials.

The Tate pairing is a mathematical operation in the realm of algebraic geometry and number theory, specifically on elliptic curves and abelian varieties. It has significant applications in cryptography, particularly in the construction of cryptographic primitives such as identity-based encryption and digital signatures. ### Definition: The Tate pairing is defined on certain types of elliptic curves over finite fields, particularly those that can be described using a Weil pairing.

The Rayleigh number (Ra) is a dimensionless number that characterizes the flow and stability of fluids in a system when buoyancy forces are significant compared to viscous forces. It is particularly important in the study of convection, particularly natural convection, where fluid motion is induced by differences in temperature and thus density.