![]() every type of segment has some inherent incremental value for this feature. At the same time, however, sonority is unlike most features in that it exhaustively encompasses all speech sounds simultaneously, i.e. Furthermore, we show that taken together, they form abasis to design quantum-control methods for a block-architecture QIP so thatlarge system size is not a barrier to implementing optimal control techniques. sonority is like most other features: it demarcates groups of segments that behave similarly in cross-linguistically common processes. Optimality Theory (OT), as a constraint-based approach, is utilized to scrutinize sonority violation and its repair strategies. This article summarizes our work in implementingboth of these methods. Mentioning: 2 - This study sheds light on the relationship between the Sonority Sequencing Principle (SSP) and syllable structure in Sabzevari, a Persian vernacular spoken in the Sabzevar area of Northeast Iran. The second techniqueis based on the efficient optimization of a sequence of imperfect controlelements so that implementation of a full quantum algorithm is possible whileminimizing error accumulation. The first applies optimalcontrol theory to numerically optimize the control fields to implement unitaryoperations on low dimensional systems with high fidelity. ![]() Two mainissues to consider when designing control methods are accuracy and efficiency,for which two complementary approaches have been developed so far to controlqubit registers with liquid-state NMR methods. In building a quantum information processor (QIP), the challenge is tocoherently control a large quantum system well enough to perform an arbitraryquantum algorithm and to be able to correct errors induced by decoherence.Nuclear magnetic resonance (NMR) QIPs offer an excellent test-bed on which todevelop and benchmark tools and techniques to control quantum systems. (2) Universal Sonority Scale stops > fricatives > nasals > liquids > glides > vowels 3. ![]()
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