* 1947 – Gerard Schwarz, American conductor

* 1989 – Heiko Schwarz, German footballer

* 1969 – Stefan Schwarz, Swedish footballer

A firmly non-expansive mapping is always non-expansive, via the Cauchy – Schwarz inequality.

Additional insight into the theory of the elliptic integral may be gained through the study of the Schwarz – Christoffel mapping.

* Schwarz – Christoffel mapping

* 1986 – Udo Schwarz, German rugby player

* 1887 – Marquard Schwarz, American swimmer ( d. 1968 )

* 13 September 1959 – Werner Schwarz ( CDU ) succeeds Lübke as Minister of Food, Agriculture, and Forestry.

* Werner Schwarz ( CDU ) – Minister of Food, Agriculture, and Forestry

* 1924 – Harry Schwarz, South African politician, lawyer, and diplomat ( d. 2010 )

* 1812 – Karl Schwarz, German theologian ( d. 1885 )

* 1904 – Erno Schwarz, Hungarian American soccer player ( d. 1974 )

The word brane, derived from " membrane ", refers to a variety of interrelated objects, such as D-branes, black p-branes and Neveu – Schwarz 5-branes.

* October 27 – Erno Schwarz, Hungarian American soccer player ( d. 1974 )

* June 4 – Ludwig Schwarz, Austrian bishop

In mathematics, the Cauchy – Schwarz inequality ( also known as the Bunyakovsky inequality, the Schwarz inequality, or the Cauchy – Bunyakovsky – Schwarz inequality, or Cauchy – Bunyakovsky inequality ), is a useful inequality encountered in many different settings, such as linear algebra, analysis, probability theory, and other areas.

** Schwarz – Ahlfors – Pick theorem, an extension of the Schwarz lemma for hyperbolic manifolds

In mathematics, the Schwarz – Ahlfors – Pick theorem is an extension of the Schwarz lemma for hyperbolic geometry, such as the Poincaré half-plane model.

Theorem ( Schwarz – Ahlfors – Pick ).

# REDIRECT Schwarz – Ahlfors – Pick theorem

# REDIRECT Schwarz – Ahlfors – Pick theorem

* Schwarz lemma, a mathematical result about holomorphic functions

** Schwarz lemma

In mathematics, the Schwarz lemma, named after Hermann Amandus Schwarz, is a result in complex analysis about holomorphic functions from the open unit disk to itself.

The Schwarz lemma is an example of such a rigidity theorem.

# REDIRECT Schwarz lemma

# REDIRECT Schwarz lemma

# REDIRECT Schwarz lemma

The Cauchy – Schwarz inequality states that for all vectors x and y of an inner product space it is true that

In mathematical analysis, Clairaut's theorem or Schwarz's theorem, named after Alexis Clairaut and Hermann Schwarz, states that if

The geodesic minimizes the entropy, due to the Cauchy – Schwarz inequality, which states that the action is bounded below by the length of the curve, squared.

The Cauchy – Schwarz is used to prove that the inner product is a continuous function with respect to the topology induced by the inner product itself.

By the Schwarz reflection principle p ( z ) extends to a rational function on the complex plane with a double pole at:

In Geometry of Batalin-Vilkovisky quantization, Albert Schwarz has proven that the integral of a function H over a Lagrangian submanifold L depends only on the cohomology class of H and on the homology class of the body of L in the body of the ambient supermanifold.

# REDIRECT Hypergeometric function # Schwarz triangle maps

Drawing on the work of a number of string theorists ( including Ashoke Sen, Chris Hull, Paul Townsend, Michael Duff and John Schwarz ), Edward Witten of the Institute for Advanced Study suggested its existence at a conference at USC in 1995, and used M-theory to explain a number of previously observed dualities, initiating a flurry of new research in string theory called the second superstring revolution.

After hearing about the rigid airship constructed by David Schwarz and witnessing its trial flight at the Tempelhof Airfield near Berlin on 3 November 1897, he proceeded to buy the patent rights from the widow of the prematurely deceased Schwarz, in order to allow Carl Berg to supply aluminium.

* Earliest Uses: The entry on the Cauchy – Schwarz inequality has some historical information.

German anatomist Ernst Schwarz is credited with having discovered the bonobo in 1928, based on his analysis of a skull in the Tervuren museum in Belgium that previously had been thought to have belonged to a juvenile chimpanzee.

It is situated on the former Castle Park estate of Michael Schwarz.

Together with David Schkade, Kahneman developed the notion of the focusing illusion ( Kahneman & Schkade, 1998 ; Kahneman, Krueger, Schkade, Schwarz & Stone, 2006 ) to explain in part the mistakes people make when estimating the effects of different scenarios on their future happiness ( also known as affective forecasting, which has been studied extensively by Daniel Gilbert ).

Brinsley Schwarz played at the second Glastonbury Festival ( 1971 ), and one track, " Love Song ", appeared on the subsequent Glastonbury Fayre album.

However during this time they made successful appearances on The Old Grey Whistle Test with Lowe on guitar and vocals, Gomm on bass and Schwarz on piano alongside Andrews on keyboard and recorded sessions for John Peel's BBC Radio 1 show.

The original version of Elvis Costello's hit "( What's So Funny ' Bout ) Peace, Love, and Understanding ", written by Lowe, was released by the band in 1974 on their album The New Favourites of Brinsley Schwarz, and also featured on the multimillion selling soundtrack of the movie The Bodyguard, where it was performed by Curtis Stigers.

Formed in February 1972, with ex Brinsley Schwarz roadie Martin Belmont on guitar, former Help Yourself collaborator Sean Tyla, also on guitar, ex Help Yourself bassist Ken Whaley, and Magic Michael ( Michael Cousins ) on percussion.

Tim Roper left so former Brinsley Schwarz members Brinsley Schwarz and Billy Rankin played on the final tour, with the final gig being at the 100 Club in London on July 1, 1975.

Eggs over Easy had a large repertoire of over 50 of their own songs, and 50 covers, and were regularly joined on stage by members of Brinsley Schwarz and other performers, such as Loudon Wainwright III and Frankie Miller.

The FAO Schwarz flagship store on Fifth Avenue in New York City is a popular tourist destination, and has gained iconic status for its floor piano, cameos in major motion pictures, and real-life toy soldiers.

The FAO Schwarz Fifth Avenue flagship store now features a Grand Hall entrance and award-winning lighting that includes almost 80, 000 LED lights mounted on the ceiling above the main atrium space.