stirrup bracket - significado y definición. Qué es stirrup bracket
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Qué (quién) es stirrup bracket - definición

LIGHT FRAME OR RING THAT HOLDS THE FOOT OF A RIDER
Stirrups; Stirrup leather; Sturrup; Stirrip; Toe stirrup; Suiba abumi; The Stirrup; Safety stirrup; Western-style stirrup; Stirrup holder; Rikab-dar
  • Depiction of a [[Kushan]] divinity using an early platform-style stirrup, circa AD 150. [[British Museum]].
  • Roman]] emperor [[Basil I the Macedonian]] and his son Leo on horses with stirrups. (From the [[Madrid Skylitzes]], [[Biblioteca Nacional de España]], Madrid).
  • Metal stirrup in use for [[dressage]]
  • A modern working stirrup on an [[endurance riding]] saddle
  • Modern fillis stirrups
  • 10th century stirrup found in England

Bracket (tournament)         
TREE DIAGRAM REPRESENTING ELIMINATION OF A KNOCKOUT TOURNAMENT
Tournament bracket; Bracket tournament; Competition bracket
A bracket or tournament bracket is a tree diagram that represents the series of games played during a knockout tournament. Different knockout tournament formats have different brackets; the simplest and most common is that of the single-elimination tournament.
Great Stirrup Controversy         
  • Avar]] stirrups from 7-8th century Hungary.
HYPOTHESIS SUGGESTED BY L. T. WHITE IN 1962 THAT FEUDALISM IN EUROPE DEVELOPED DUE TO THE 8TH-CENTURY INTRODUCTION OF THE STIRRUP TO CAVALRY
The Great Stirrup Controversy; Stirrup Thesis; The great stirrup controversy; User:Brynam/sandbox; Draft:The Great Stirrup Controversy; Great stirrup controversy
The Great Stirrup Controversy is the academic debate about the Stirrup Thesis, the theory that feudalism in Europe developed largely as a result of the introduction of the stirrup to cavalry
Bracket polynomial         
POLYNOMIAL INVARIANT OF FRAMED LINKS
Kauffman bracket; Kauffman bracket polynomial
In the mathematical field of knot theory, the bracket polynomial (also known as the Kauffman bracket) is a polynomial invariant of framed links. Although it is not an invariant of knots or links (as it is not invariant under type I Reidemeister moves), a suitably "normalized" version yields the famous knot invariant called the Jones polynomial.

Wikipedia

Stirrup

A stirrup is a light frame or ring that holds the foot of a rider, attached to the saddle by a strap, often called a stirrup leather. Stirrups are usually paired and are used to aid in mounting and as a support while using a riding animal (usually a horse or other equine, such as a mule). They greatly increase the rider's ability to stay in the saddle and control the mount, increasing the animal's usefulness to humans in areas such as communication, transportation, and warfare.

In antiquity, the earliest foot supports consisted of riders placing their feet under a girth or using a simple toe loop appearing in India by the 2nd century BC. Later, a single stirrup was used as a mounting aid, and paired stirrups appeared after the invention of the treed saddle. The stirrup was invented in China in the first few centuries AD and spread westward through the nomadic peoples of Central Eurasia. The use of paired stirrups first appeared in the Chinese Jin dynasty during the 4th century, was in common use throughout China by the 5th century, and spread across Eurasia to Europe by the 7th or 8th century. Some argue that the stirrup was one of the basic tools used to create and spread modern civilization, possibly as important as the wheel or printing press.