** Transitive property of equality –

** Transitive verb

** In the product topology, the closure of a product of subsets is equal to the product of the closures.

** Every field has an algebraic closure.

** Stadium closure, 10 points

** Bottle cap, a closure to seal bottles

** Screw cap, a closure to seal bottles or jars

** The upper airway receptors are responsible for reflex responses such as, sneezing, coughing, closure of glottis, and hiccups.

** For example, a severely undervirilized boy with a pseudovaginal perineoscrotal hypospadias may have midline urogenital closure, third degree hypospadias repair, chordee release and phalloplasty, and orchiopexy performed.

** Late Permian paleoglobe showing the expanding Tethys Ocean, the closure of Paleo-Tethys, and the movement of the Cimmerian Plate

** then, six 13. 7m stand-alone antennas were sited at and beyond the ends of the N-S and E-W solar arrays, which comprised the Fleurs Synthesis Telescope with a resolving power of 20 arc seconds, used in the 1970s and until its closure in 1988 studying individual radio sources but particularly large radio galaxies, supernova remnants and emission nebulae.

** closure and stabilization: when the relevant social group has reached a consensus

** 3. 14 Knowledge of post-implementation review objectives and practices ( e. g., project closure, control implementation, benefits realization, performance measurement )

** a shallow, plastic or paper container, typically with a lid or closure

** Fall Creek Elementary School ( see below on proposed closure )

** After closure as a middle school, the facility was used as the Lewisville High 9th Grade Campus until its new facility opened in 2005, whereupon it was closed and unoccupied.

** Atlas III was a US launch vehicle ( 2000 – 2005 )

** Atlas V ( 2002 – Present )

** Atlas Major, a Standard Motor Company van 1962 – 1963

** The Banach – Tarski paradox.

** The Nielsen – Schreier theorem, that every subgroup of a free group is free.

** The Hahn – Banach theorem in functional analysis, allowing the extension of linear functionals

** The Banach – Alaoglu theorem about compactness of sets of functionals.

** Every Tychonoff space has a Stone – Čech compactification.

** This is a distinguished work which stands out from, and above, many of the books and articles which have ben written in this century on Avicenna ( Ibn Sīnā ) ( A. D. 980 – 1037 ).

** The numbers and are not algebraic numbers ( see the Lindemann – Weierstrass theorem ); hence they are transcendental.

** Laozi ( 5th – 4th century BC )

** Ge Hong ( 283 AD – 343 AD )

** Xun Zi ( c. 312 BC – 230 BC )

** Gongsun Long ( c. 325 BC – c. 250 BC )

** Zou Yan ( 305 BC – 240 BC )

** Mani ( c. 216 AD – 276 AD )

** Haliotis brazieri f. hargravesi ( Cox, 1869 ) – synonym: Haliotis ethologus, the Mimic abalone, Haliotis hargravesi, the Hargraves ’ s abalone

** Haliotis dalli roberti McLean, 1970 – synonym: Haliotis roberti

** Haliotis diversicolor squamata Reeve, 1846 – synonym: Haliotis squamata – the scaly Australian abalone

** Haliotis diversicolor supertexta – the Taiwan abalone or jiukong

** Haliotis kamtschatkana assimilis Dall, 1878 – synonym: Haliotis assimilis, the threaded abalone

** Haliotis ovina f. patamakanthini Dekker, Regter, & Gras, 2001 – synonym: Haliotis patamakanthini

** Haliotis rubra conicopora Péron, 1816 – synonym: Haliotis conicopora – the conical pore abalone

* Transitive closure

* Transitive closure

Transitive closure of this relation divides the set of labels into possibly much smaller sets.

* Transitive closure