Acronyms

AUT

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AUTAuckland University of Technology
AUTAustria
AUTAutumn
AUTAuthentication
AUTAssociation of University Teachers
AUTAutism
AUTAutomotive Technology
AUTAutomorphism (mathematics)
AUTAutoroute (Canada Post road designation)
AUTArchitektur und Tirol (German: Achitecture and Tyrol; Tyrol, Austria)
AUTAmirkabir University of Technology (Tehran, Iran)
AUTAnhui University of Technology (China)
AUTAutomatic Control
AUTApplication Under Test
AUTAutorisation d'Usage à des Fins Thérapeutiques (French: Authorization of Use for Therapeutic Purposes; World Anti-Doping Agency)
AUTAntenna Under Test
AUTAction Unreal Tournament
AUTAssociation des Usagers des Transports (French: Transport Users Association)
AUTAuthorised Unit Trust (UK)
AUTAdvanced Unit Training
AUTAbrams Upgrade Tank
AUTAuxiliary Aircraft Landing Training Ship
AUTAutomated Ultrasonic Test
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References in periodicals archive
The automorphism [g.sup.*][|.sub.H] : H [equivalent] H induces a permutation of a finite number of irreducible components of H.
Note that there is an automorphism [sigma] : (A, [alpha]) [right arrow] (A, [alpha]) called the Nakayama automorphism of (A, [alpha]) defined in [16, Section 5].
The operators [I.sup.[kappa].sub.[alpha]] are the automorphisms on the space [PHI].
The set V(x) consists of the automorphisms y of G such that yx = x, i.e., [g.sup.-1] * gx [member of] Ker x = (c) for each g [member of] G and
[mathematical expression not reproducible] if and only if there exists an automorphism [mathematical expression not reproducible] such that the diagram
Gor'kovoi, "Automorphisms of graphs," Journal of Mathematical Sciences, vol.
First, we determine the group automorphism of n and we show that n is a distance transitive graph; also, by this fact, we determine the adjacency matrix spectrum of [pi].
Automorphism groups of hyperelliptic modular curves Daeyeol Jeon
A fundamental feature of this construction is that E naturally acts as an automorphism group of the geometry, sharply transitively on the generic points.
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