• 대한수학회보
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• 제58권3호
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• pp.767-779
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• 2021

Schatten-Herz class Toeplitz operators on weighted Bergman spaces induced by doubling weights are investigated in this paper.

• 대한수학회보
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• 제60권5호
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• pp.1201-1219
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• 2023

We characterize the boundedness and compactness of differences of weighted composition operators acting from weighted Bergman spaces A^p_ω to Lebesgue spaces L^q(dµ) for all 0 < p, q < ∞, where ω is a radial weight on the unit disk admitting a two-sided doubling condition.

• Journal of Electrical Engineering and Technology
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• 제6권4호
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• pp.519-526
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• 2011

An investigation of the mechanism of period-doubling bifurcation in a voltage mode controlled buck-boost converter operating in discontinuous conduction mode is conducted from the viewpoint of nonlinear dynamical systems. The discrete iterative model describing the dynamics of the close-loop is derived. Period-doubling bifurcation occurs at certain values of the feedback factor. Results from numerical simulations and experiments are provided to verify the evolution of perioddoubling bifurcation, and the results are consistent with the theoretical analysis. These results show that the buck-boost converters exhibit a wide range of nonlinear behavior, and the system exhibits a typical period-doubling bifurcation route to chaos under particular operating conditions.

• Nuclear Engineering and Technology
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• 제56권6호
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• pp.2395-2403
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• 2024

With the rapid development of DC high voltage accelerator, higher requirements have been raised for the design of DC high voltage power supply, requiring more stable high voltage with lower output ripple. Therefore, it also puts forward higher requirements for the parameter design of the voltage doubling rectifier circuit, which is the core component of the DC high voltage power supply. In order to obtain output voltage with better performance, the effects of the working frequency, the stage capacitance and the load resistance on the output voltage of the voltage doubling rectifier circuit are studied in detail by simulation. It can be concluded that the higher the working frequency of the transformer, the larger the stage capacitance, the larger the load resistance and the better the output voltage performance in a certain range. Based on this, a 2.5 MV voltage doubling rectifier circuit driven by a 120 kHz frequency transformer is designed, developed and tested for the power supply of the neutron source device towards BNCT. Experimental results show that this voltage doubling rectifier circuit can satisfy the design requirements, laying a certain foundation for the engineering design of DC high voltage power supply of neutron source device.

• 정보보호학회논문지
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• 제17권2호
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• pp.115-123
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• 2007

스마트카드와 같이 계산 능력이나 메모리가 제한된 장치에 암호 시스템을 구현할 때, 장치 내에 내장되어 있는 부채널 공격을 고려한 암호학적인 알고리즘은 적은 메모리를 이용하여 효율적으로 수행되어야 한다. 스칼라 곱셈 연산은 타원곡선 암호시스템에서 중요하게 다뤄지는 연산이기 때문에 부채널 공격에 안전하게 구성되어야만 한다. 하지만 부채널 공격에 안전하다고 제시된 여러 대응방법조차도 때로는 고려되지 않은 분석법에 의해 그 취약점이 드러나곤 한다. SPA에 취약하지 않다고 알려진 더미 연산을 추가한 스칼라 곱셈 연산 알고리즘은 Doubling Attack에 의해 그 취약점이 드러났다. 그러나 스칼라 곱셈의 부채널 공격 대응 방법 중 하나인 Hedabou에 의해 제안된 sABS 방법은 Doubling attack이 적용되지 않는다. 본 논문에서는 기존의 Doubling attack을 활용하여 sABS 방법을 분석할 수 있는 새로운 강화된 Doubling attack을 제안하고, 실험적인 결과를 통해 자세한 공격 방법을 소개한다.

• 러시아어문학연구논집
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• 제61호
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• pp.89-112
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• 2018

This paper deals with pronoun doubling construction commonly attested in Colloquial Russian. The doubling phenomena in general are observed among various languages and in various levels of language. The Russian pronoun doubling construction is composed of a lexical noun, whether argument or adjunct, that is attracted to a sentence initial position with a pronoun copy immediately following it. The pronominal copy bears the identical case. From the semantic side, the fronted noun-pronoun phrase forms a topic, and often elicits the reading of predicate with permanent property. After Sirotinina(1974)'s observation, such aspectual restriction has been widely accepted in the scholarship, and was reinterpreted by McKoy (1998, 2003) as the distinction Individual-level vs. Stage-level predicates in terms of Milsark (1974) and Carlson (1977). I argue that such an aspectual interpretation or restriction is not derived from at the construction level, but is epiphenomenal to the small clause, which lies at the bottom of derivation. And I propose that the small-clause based structure is derived by the Generic Topic Operator, which is base generated at Spec, TP. With these two theoretical apparatuses, idiosyncratic properties both in syntax and semantics of the construction can be effectively accounted for.

• 대한수학회지
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• 제49권5호
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• pp.907-925
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• 2012

In this paper the boundedness for a large class of multi-sublinear operators is established on product generalized Morrey spaces with non-doubling measures. As special cases, the corresponding results for multilinear Calder$\acute{o}$n-Zygmund operators, multilinear fractional integrals and multi-sublinear maximal operators will be obtained.

• Journal of the Optical Society of Korea
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• 제2권1호
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• pp.5-8
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• 1998

A high power diode-array-pumped slab Nd:YAG laser is described. The resonator consists of three mirrors in folded geometry. The laser is operated in acousto-optic Q-switching mode and intracavity frequency doubling is tried. We demonstrate that the laser exhibits frequency doubling efficiency of ∼60% with a type I LBO crystal.

• 한국전산유체공학회지
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• 제11권2호
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• pp.49-55
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• 2006

This study investigates the oscillatory thermal convection of a fluid with Pr=0.02 in a wide-gap horizontal annulus with constant heat flux inner wall. When Pr=0.02, dual steady-state flows are not found. After the first Hopf bifurcation from a steady to a time-periodic flow, five successive period-doubling bifurcations are recorded before chaos. The power spectrum shows the $period-2^4\;and\;2^5$ flows clearly, and a window of period $3{\times}2^3$ flow is found in the chaotic regime. The approximate value of the Feigenbaum number for the last three period-doubling bifurcations is 4.76. The transition route to chaos of the present simulations is consistent with the period-doubling route of Feigenbaum.

• BMB Reports
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• 제57권3호
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• pp.125-134
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• 2024

Whole-genome doubling (WGD), characterized by the duplication of an entire set of chromosomes, is commonly observed in various tumors, occurring in approximately 30-40% of patients with different cancer types. The effect of WGD on tumorigenesis varies depending on the context, either promoting or suppressing tumor progression. Recent advances in genomic technologies and large-scale clinical investigations have led to the identification of the complex patterns of genomic alterations underlying WGD and their functional consequences on tumorigenesis progression and prognosis. Our comprehensive review aims to summarize the causes and effects of WGD on tumorigenesis, highlighting its dualistic influence on cancer cells. We then introduce recent findings on WGD-associated molecular signatures and genetic aberrations and a novel subtype related to WGD. Finally, we discuss the clinical implications of WGD in cancer subtype classification and future therapeutic interventions. Overall, a comprehensive understanding of WGD in cancer biology is crucial to unraveling its complex role in tumorigenesis and identifying novel therapeutic strategies.