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Acronis Secure Zone
Known as:
ASZ
, Acronis® Secure Zone®
Acronis Secure Zone is a hard disk partition type created and used by Acronis True Image (ATI) as a backup storage target.
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Related topics
5 relations
Acronis True Image
Backup
Disk partitioning
File Allocation Table
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Papers overview
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2017
2017
Kinetics of Quality Changes of Pangasius Fillets at Stable and Dynamic Temperatures, Simulating Downstream Cold Chain Conditions
Nga T. T. Mai
,
V. Huynh
2017
Corpus ID: 54981868
This study was about the quality changes of Pangasius fillets during storage under simulated temperature conditions of downstream…
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2016
2016
Photosystem 1/redox polymer-based bioelectrodes as the basis for efficient biophotovoltaic devices
Fangyuan Zhao
2016
Corpus ID: 100430093
Die Integration von Photosystem 1 (PS1) in Redoxhydrogelen erlaubt die effiziente Transformation von sichtbarem Licht in…
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2010
2010
Absorbing boundary conditions for the Euler and Navier-Stokes equations with the spectral difference method
Ying Zhou
,
Z. Wang
Journal of Computational Physics
2010
Corpus ID: 13252495
2009
2009
Analysis of Stepped-Frequency Pulse Train Design
I. Gladkova
IEEE Transactions on Aerospace and Electronic…
2009
Corpus ID: 21840142
For uniform frequency stepped pulse trains, there can be undesirable peaks of the autocorrelation function, known as "grating…
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2009
2009
Microfloras ordovícicas en Sierra de Zenta, Cordillera Oriental Argentina
L. Aráoz
2009
Corpus ID: 128849658
ORDOVICIAN MICROFLORAS OF THE SIERRA DE ZENTA, CORDILLERA ORIENTAL ARGENTINA. This work presents the first integrated research on…
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Review
2002
Review
2002
REEF FISHES AT SEA : OCEAN CURRENTS AND THE ADVECTION OF LARVAE
P. Lobel
,
A. Robinson
2002
Corpus ID: 1163146
This paper presents an overview of an interdisciplinary study of the kinematics and dynamics of reef fish larvae in offshore…
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Highly Cited
1999
Highly Cited
1999
Kinematic vorticity and tectonic significance of superposed mylonites in a major lower crustal shear zone, northern Fiordland, New Zealand
K. Klepeis
,
N. Daczko
,
G. Clarke
1999
Corpus ID: 33423198
Highly Cited
1985
Highly Cited
1985
A prime ideal in a polynomial ring whose symbolic blow-up is not Noetherian
P. Roberts
1985
Corpus ID: 53970414
Let R be the polynomial ring k[ X, Y, Z] localized at the maximal ideal M = (X, Y, Z). We construct a prime ideal P in R which is…
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1984
1984
Permutation congruent transformations of the freudenthal triangulation with minimum surface density
B. Eaves
Mathematical programming
1984
Corpus ID: 206818446
Linear transformations of the Freudenthal triangulation with permutation congruent simplexes are characterized, and within this…
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1973
1973
A predicate calculus for intensional logic
P. Weingartner
Journal of Philosophical Logic
1973
Corpus ID: 32714685
In this paper a predicate calculus called WS is presented which has the following properties. (1) The basic-relation of…
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