Castro District, San Francisco

The Castro District, commonly referenced as The Castro, is a neighborhood in Eureka Valley in San Francisco, California. The Castro was one of the first gay neighborhoods in the United States. Having transformed from a working-class neighborhood through the 1960s and 1970s, the Castro remains one of the most prominent symbols of lesbian, gay, bisexual, and transgender (LGBT) activism and events in the world.

Location

San Francisco's gay village is mostly concentrated in the business district that is located on Castro Street from Market Street to 19th Street. It extends down Market Street toward Church Street and on both sides of the Castro neighborhood from Church Street to Eureka Street. Although the greater gay community was, and is, concentrated in the Castro, many gay people live in the surrounding residential areas bordered by Corona Heights, the Mission District, Noe Valley, Twin Peaks, and Haight-Ashbury neighborhoods. Some consider it to include Duboce Triangle and Dolores Heights, which both have a strong LGBT presence.

Connection (principal bundle)

In mathematics, a connection is a device that defines a notion of parallel transport on the bundle; that is, a way to "connect" or identify fibers over nearby points. A principal G-connection on a principal G-bundle P over a smooth manifold M is a particular type of connection which is compatible with the action of the group G.

A principal connection can be viewed as a special case of the notion of an Ehresmann connection, and is sometimes called a principal Ehresmann connection. It gives rise to (Ehresmann) connections on any fiber bundle associated to P via the associated bundle construction. In particular, on any associated vector bundle the principal connection induces a covariant derivative, an operator that can differentiate sections of that bundle along tangent directions in the base manifold. Principal connections generalize to arbitrary principal bundles the concept of a linear connection on the frame bundle of a smooth manifold.

Formal definition

Let π:P→M be a smooth principal G-bundle over a smooth manifold M. Then a principal G-connection on P is a differential 1-form on P with values in the Lie algebra of G which is G-equivariant and reproduces the Lie algebra generators of the fundamental vector fields on P.

Connection (affine bundle)

Let be an affine bundle modelled over a vector bundle . A connection on is called the affine connection if it as a section of the jet bundle of is an affine bundle morphism over . In particular, this is the case of an affine connection on the tangent bundle of a smooth manifold .

With respect to affine bundle coordinates on , an affine connection on is given by the tangent-valued connection form

An affine bundle is a fiber bundle with a general affine structure group of affine transformations of its typical fiber of dimension . Therefore, an affine connection is associated to a principal connection. It always exists.

For any affine connection , the corresponding linear derivative of an affine morphism defines a unique linear connection on a vector bundle . With respect to linear bundle coordinates on , this connection reads

Since every vector bundle is an affine bundle, any linear connection on a vector bundle also is an affine connection.

If is a vector bundle, both an affine connection and an associated linear connection are connections on the same vector bundle , and their difference is a basic soldering form on . Thus, every affine connection on a vector bundle is a sum of a linear connection and a basic soldering form on .

Connection (Elastica song)

"Connection" is a song released by the Britpop group Elastica. It was originally released in 1994 as a single and the album version was not released until 1995 on their self-titled debut.

The song was the subject of controversy, due to its overt similarity to another band's work. The intro synthesizer part (later repeated as a guitar figure) is lifted from the guitar riff in Wire's "Three Girl Rhumba" and transposed down a semitone. A judgment resulted in an out-of-court settlement and the credits were rewritten.

The song is the theme to the UK television programme Trigger Happy TV. A live version of the song was featured on the MuchMusic live compilation album, Much at Edgefest '99.

The song was covered by Elastica's label-mates Collapsed Lung and released as a seven-inch vinyl single in 1995.

Charts

References

External links

Hunter (2015 film)

Hunter is a 2015 film directed by Gregory Hatanaka and starring Ron Becks with Magda Marcella, Kristine DeBell, George Lazenby and Laurene Landon. It follows the exploits of a veteran cop who must hunt down a cop killer as well as a female teenage serial killer.

Cast

External links

Watcher (Highlander)

Watchers is a secret organization that watches the Immortals in Highlander: The Series and all subsequent related series and movies.

They were introduced in the season 1 finale as a cliffhanger for the subsequent season. Since then, they became an integral part of the series and Duncan MacLeod's adventures.

Appearances

In "The Watchers", Joe Dawson explains the purpose of the Watchers to Duncan MacLeod: "For as long as your kind's been around, we've been watching ... We observe, we record, but we never interfere... Too much of man's history has been lost. When you get through all of life's crap, the only thing that matters is the truth. We want the truth about Immortals to survive, not a bunch of old wives' tales... If we had revealed your secret in more superstitious times, you can imagine the witch hunts... And today... You'd probably end up on page three in one of those supermarket rags next to the two-headed monkey and I'd've been in a straight jacket."

The Watchers is a secret society of mortal humans that observes the lives of the Immortals without revealing themselves. While the Watchers seem to have the resources to function independently, there are Watchers like Joe Dawson who run their own businesses to provide a cover as well as income. Each Immortal is assigned a Watcher whose sole job is to monitor and record daily activities. The network of Watchers generally keeps careful tabs on subjects and tracks even the casual movements of the Immortals. Most Immortals are unaware of the Watchers. The organization was created by Ammaletu, the Akkadian, after he saw Gilgamesh coming back to life. In early episodes all Watchers wore a medallion of the symbol of their organization. In later episodes, each Watcher has the symbol tattooed on the inner wrist.

Road Rovers

Road Rovers is an American animated television series produced by Warner Bros. Animation that premiered on Kids' WB on September 7, 1996. After one season it ended on February 22, 1997. Reruns continued to air until September 6, 1997. It was then on Cartoon Network from February 7, 1998 until 2000.

The show follows the adventures of the Road Rovers, a team of five super-powered crime-fighting anthropomorphic dogs, known as "cano-sapiens".

Plot

In the town of Socorro, New Mexico (one year prior to the formation of the Road Rovers), Professor Shepherd was forced to relinquish experimental transdogmafier technology to General Parvo in exchange for his lost dog, but instead Parvo gives him a bomb that destroys his laboratory. Next year, as normal dogs begin to mutate into monsters, Shephard, who miraculously survived the attack, takes measures to stop Parvo who is behind this.

Shepherd selects five different dogs and in his new, secret underground lab, he uses his new transdogmifier on the five, turning them into "Cano-sapiens".