Time–manner–place is a linguistic framework used to describe the typical order in which adverbials are arranged in a sentence, especially in English. This hierarchy helps in organizing information coherently, particularly when using multiple adverbials. 1. **Time**: Indicates when something happens (e.g., "yesterday," "at noon," "last year"). 2. **Manner**: Describes how something happens or the way in which an action is performed (e.g.

John H. Eicher is a notable figure in the field of history, particularly known for his work on military history and American Civil War studies. Eicher has co-authored significant publications, including "Civil War High Commands," which provides comprehensive insights into the leadership and organization of the military during the Civil War.

As of my last update in October 2023, Michael Weisberg is a professor and researcher in the field of philosophy, particularly known for his work in the philosophy of science and epistemology. He has contributed to discussions on topics such as the nature of scientific explanation, the relationship between science and society, and the role of models and simulations in scientific practice. Depending on the context, there may be other individuals with the same name in different fields, such as medicine, literature, or business.

Oswald Spengler (1880–1936) was a German philosopher and historian best known for his work "The Decline of the West" ("Der Untergang des Abendlandes"). Published in two volumes in 1918 and 1922, this influential work presents a cyclical theory of history, where civilizations rise and fall in a predictable manner akin to the life cycle of living organisms.

Lists of inventions or discoveries refer to organized compilations that showcase significant innovations, creations, or breakthroughs across various fields, such as science, technology, medicine, and everyday life. These lists often highlight key contributions and their impact on society, enabling easier reference and understanding of human achievement. ### Examples of Lists of Inventions and Discoveries 1.

Face validity refers to the extent to which a test, assessment, or measurement appears, at face value, to measure what it claims to measure. It is a subjective judgment based on the appearance of the test and whether it seems to be relevant and appropriate for the construct it is intended to evaluate.

Virtue names are a category of names derived from positive qualities or moral attributes. These names often reflect virtues such as hope, joy, faith, love, strength, or wisdom. In various cultures and traditions, virtue names have been used to convey the parents' hopes for their child or to inspire certain character traits in them as they grow. For example, names like Grace, Charity, and Patience are considered virtue names because they embody specific ideals.

Information Display Systems (IDS) are systems designed to present information to users effectively and efficiently. They can encompass a wide range of technologies and formats, serving various purposes across different industries. Here are key aspects of Information Display Systems: ### 1. **Types of Display Systems** - **Digital Signage**: Uses electronic displays (like LED, LCD, or projection screens) to convey information, advertisements, or announcements in public spaces, retail environments, and transportation hubs.

The year 1977 was significant in the field of robotics for several reasons, marking advancements in research, development, and the introduction of notable robots. Here are a few key highlights from that year: 1. **Wabot-1**: In 1977, the Wabot-1, developed by Waseda University in Japan, was one of the first humanoid robots. It could walk, grasp objects, and communicate, showcasing early advances in robotics that combined mobility with interaction.

Ian Stewart is a British mathematician known for his work in the fields of mathematical biology, combinatorial mathematics, and number theory. He is also a prolific science communicator and author, having written numerous popular mathematics books aimed at making complex mathematical concepts accessible to a broader audience. Stewart has been associated with the University of Warwick in the UK, where he has spent much of his academic career. He is also known for his contributions to mathematical education and for his writings in various mathematical journals.

W. W. Rouse Ball, or W. W. Rouse Ball, was a notable British mathematician and author, best known for his works on the history of mathematics. Born on March 8, 1850, and passing away on December 4, 1925, he made significant contributions to mathematical literature, particularly in the field of mathematical recreations and the history of mathematics.

"Cracking the Cryptic" is a popular YouTube channel and brand focused on solving and creating puzzles, primarily in the genre of logic puzzles and Sudoku variants. Founded by Simon Anthony and Mark Goodliffe, both of whom are experienced puzzle creators and solvers, the channel features videos where the hosts and occasionally guest puzzlers solve various types of puzzles, including Sudoku, cryptic crosswords, and other logic games.

A tubular neighborhood is a concept from differential topology, which refers to a certain kind of neighborhood around a submanifold within a manifold.

"Toronto Space" can refer to a couple of different concepts depending on the context. Here are a few possibilities: 1. **Physical Spaces**: In a geographical or urban planning context, "Toronto space" may refer to various physical spaces in the city of Toronto, such as parks, public squares, community centers, and other public or private venues that serve as gathering places for residents and visitors.

Overlapping interval topology is a specific type of topology that can be defined on the real numbers (or any other set) based on the concept of intervals. In this topology, a set is considered open if it can be expressed as a union of overlapping intervals. ### Definition Let \(X\) be the set of real numbers \(\mathbb{R}\).

Norman Steenrod (1910-1971) was a prominent American mathematician known for his contributions to algebraic topology. He is particularly famous for his work on homology and cohomology theories, as well as the Steenrod operations, which are a set of cohomological operations that play a significant role in the study of topological spaces. Steenrod's work helped to formalize many concepts in topology and laid the groundwork for later developments in the field.

The Segre cubic refers to a specific type of algebraic variety in projective space, and it is often denoted as \( S \). Specifically, it is a hypersurface of degree 3 in the projective space \( \mathbb{P}^4 \).

The Kosmann lift is an example of a construction in the realm of mathematics, specifically in the field of topology and homotopy theory. It's related to the study of vector spaces and can be viewed as a method to construct new spaces from existing ones. Named after the mathematician K. Kosmann, the Kosmann lift is often discussed in the context of differential geometry or in the analysis of various types of fiber bundles.

The Jech–Kunen tree is a specific type of tree used in set theory, particularly in the context of analyzing and demonstrating properties of model theory, forcing, and the structure of certain sets. Named after the mathematicians Thomas Jech and Kenneth Kunen, the tree is often discussed within the framework of large cardinals, set-theoretic forcing, and consistency results in mathematics. A Jech–Kunen tree is defined as an infinite tree that possesses specific properties.

Moritz Schlick (1882–1936) was a German philosopher and physicist, best known as the founding member and leader of the Vienna Circle, a group of philosophers and scientists who were central to the development of logical positivism and scientific philosophy in the early 20th century.