Generic top-level domain

Generic top-level domains (gTLDs) are one of the categories of top-level domains (TLDs) maintained by the Internet Assigned Numbers Authority (IANA) for use in the Domain Name System of the Internet. A top-level domain is the last label of every fully qualified domain name. They are called generic for historic reasons; initially, they were contrasted with country-specific TLDs in RFC 920.

The core group of generic top-level domains consists of the com, info, net, and org domains. In addition, the domains biz, name, and pro are also considered generic; however, these are designated as restricted, because registrations within them require proof of eligibility within the guidelines set for each.

Historically, the group of generic top-level domains included domains, created in the early development of the domain name system, that are now sponsored by designated agencies or organizations and are restricted to specific types of registrants. Thus, domains edu, gov, int, and mil are now considered sponsored top-level domains, much like the themed top-level domains (e.g., jobs). The entire group of domains that do not have a geographic or country designation (see country-code top-level domain) is still often referred to by the term generic TLDs.

Lattice (order)

In mathematics, a lattice is one of the fundamental algebraic structures used in abstract algebra. It consists of a partially ordered set in which every two elements have a unique supremum (also called a least upper bound or join) and a unique infimum (also called a greatest lower bound or meet). An example is given by the natural numbers, partially ordered by divisibility, for which the unique supremum is the least common multiple and the unique infimum is the greatest common divisor.

Lattices can also be characterized as algebraic structures satisfying certain axiomatic identities. Since the two definitions are equivalent, lattice theory draws on both order theory and universal algebra. Semilattices include lattices, which in turn include Heyting and Boolean algebras. These "lattice-like" structures all admit order-theoretic as well as algebraic descriptions.

Lattices as partially ordered sets

If (L, ≤) is a partially ordered set (poset), and S⊆L is an arbitrary subset, then an element u∈L is said to be an upper bound of S if s≤u for each s∈S. A set may have many upper bounds, or none at all. An upper bound u of S is said to be its least upper bound, or join, or supremum, if u≤x for each upper bound x of S. A set need not have a least upper bound, but it cannot have more than one. Dually, l∈L is said to be a lower bound of S if l≤s for each s∈S. A lower bound l of S is said to be its greatest lower bound, or meet, or infimum, if x≤l for each lower bound x of S. A set may have many lower bounds, or none at all, but can have at most one greatest lower bound.

Soul

The soul in many religions, philosophical and mythological traditions, is the incorporeal and immortal essence of a living being. According to Abrahamic religions, only human beings have immortal souls. For example, the Catholic theologian Thomas Aquinas attributed "soul" (anima) to all organisms but argued that only human souls are immortal. Other religions (most notably Jainism and Hinduism) teach that all biological organisms have souls, while some teach that even non-biological entities (such as rivers and mountains) possess souls. This latter belief is called animism.

Greek philosophers such as Socrates, Plato and Aristotle understood that the psyche (ψυχή) must have a logical faculty, the exercise of which was the most divine of human actions. At his defense trial, Socrates even summarized his teaching as nothing other than an exhortation for his fellow Athenians to excel in matters of the psyche since all bodily goods are dependent on such excellence (The Apology 30a–b).

Anima mundi is the concept of a "world soul" connecting all living organisms on the planet.

Soul!

Soul! or SOUL! (1967–1971 or 1967–1973) was a pioneering performance/variety television program in the late 1960s and early 1970s produced by New York City PBS affiliate, WNET. It showcased African American music, dance and literature.

Sponsor

The program was funded in part by the Ford Foundation, who characterized it in 1970 as "the only nationally televised weekly series oriented to the black community and produced by blacks".

Line-up

The program was created and often hosted by Ellis Haizlip, an openly gay African American closely associated with the Black Arts Movement. Poet Nikki Giovanni was also a frequent host. Among the musical performers who appeared on the show were Stevie Wonder, Earth, Wind, and Fire, the Dells, Labelle, Ashford and Simpson,Al Green, Tito Puente, McCoy Tyner, Max Roach, and Gladys Knight, as well as African performers Hugh Masekela and Miriam Makeba. Others who appeared on the program included boxer Muhammad Ali, Nation of Islam leader Louis Farrakhan, minister (later politician) Jesse Jackson, actor / singer Harry Belafonte, actor Sidney Poitier, and Kathleen Cleaver, wife of Eldridge Cleaver.

Soul (The Kentucky Headhunters album)

Soul is the sixth studio album released by American country rock & southern rock band The Kentucky Headhunters. It was released in 2003 on Audium Entertainment. No singles were released from the album, although one of the tracks, "Have You Ever Loved a Woman?", was first a single for Freddie King in 1960.

Track listing

All songs written and composed by The Kentucky Headhunters except where noted. 

Personnel

The Kentucky Headhunters

Guest musicians