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441
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442por Poh, Sharon Shuxian, Soong, Yoke Lim, Sommat, Kiattisa, Lim, Chwee Ming, Fong, Kam Weng, Tan, Terence WK, Chua, Melvin LK, Wang, Fu Qiang, Hu, Jing, Wee, Joseph TSEnlace del recurso
Publicado 2021
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443
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444
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445por Sung, Johnny Chun-Chau, Liu, Ying, Wu, Kam-Chau, Choi, Man-Chung, Ma, Chloe Ho-Yi, Lin, Jayman, He, Emily Isabel Cheng, Leung, David Yiu-Ming, Sze, Eric Tung-Po, Hamied, Yusuf Khwaja, Lam, Dominic Man-Kit, Kwong, Keith Wai-YeungEnlace del recurso
Publicado 2022
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446
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447
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448por Pasma, Jantsje H., Assländer, Lorenz, van Kordelaar, Joost, de Kam, Digna, Mergner, Thomas, Schouten, Alfred C.Enlace del recurso
Publicado 2018
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449por Woo, Patrick C.Y., Lau, Susanna K.P., Choi, Garnet K.Y., Fung, Hin-Tat, Shek, Kam-Chuen, Miao, Ji, Chan, Benedict Y.L., Ng, Kenneth H.L., Ngan, Antonio H.Y., Ellis-Behnke, Rutledge, Que, Tak-Lun, Kam, Chak-Wah, Yuen, Kwok-YungEnlace del recurso
Publicado 2010
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450por Kam, Andrew W, Gunasekaran, Nathan, Chaudhry, Sarah G, Vukasovic, Matthew, White, Andrew J R, Fung, Adrian TEnlace del recurso
Publicado 2021
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451por Wong, Eliza Lai-Yi, Tang, Kam-Shing, Cheung, Annie Wai-Ling, Sze, Ringo Kin-Cheung, Lau, Jack Chi-Him, Mok, Francis Chun-Keung, Yam, Ping-Wa, Chan, Jonathan Yui-Kin, Lao, Wai-Cheung, Mak, Siu-Ka, Chan, Tak-Yeung, Tsang, Steven Woon-Choy, Lee, Jenny Shun-Wah, Wong, Maureen Mo-Lin, Leung, Chi-Shing, Chan, Kam-Hon, Luk, James Ka-Hay, Fung, Sze-Yuen, Lui, Siu-Fai, Yeoh, Eng-KiongEnlace del recurso
Publicado 2021
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452por Dai, Siyu, Au, Chun Ting, Chan, Michael Ho Ming, Kam, Richard Kin Ting, Li, Albert Martin, Chan, Kate Ching-ChingEnlace del recurso
Publicado 2021
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453por Wang, Xiufen, Liao, Qiwen, Chen, Hanbin, Gong, Guiyi, Siu, Shirley Weng In, Chen, Qian, Kam, Hiotong, Ung, Carolina Oi Lam, Cheung, Kwok-Kuen, Rádis-Baptista, Gandhi, Wong, Clarence Tsun Ting, Lee, Simon Ming-YuenEnlace del recurso
Publicado 2021
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454por Le, Khanh Chau“…It will be demonstrated that many well-known methods in dynamics like those of Lindstedt-Poincare, Bogoliubov-Mitropolsky, Kolmogorov-Arnold-Moser (KAM), and Whitham are derivable from this variational-asymptotic analysis. …”
Publicado 2012
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455por Reichl, Linda E“…This book provides a thorough and comprehensive discussion of classical and quantum chaos theory for bounded systems and for scattering processes Specific discussions include • Noether’s theorem, integrability, KAM theory, and a definition of chaotic behavior • Area-preserving maps, quantum billiards, semiclassical quantization, chaotic scattering, scaling in classical and quantum dynamics, dynamic localization, dynamic tunneling, effects of chaos in periodically driven systems and stochastic systems • Random matrix theory and supersymmetry The book is divided into several parts Chapters 2 through 4 deal with the dynamics of nonlinear conservative classical systems Chapter 5 and several appendices give a thorough grounding in random matrix theory and supersymmetry techniques Chapters 6 and 7 discuss the manifestations of chaos in bounded quantum systems and open quantum systems respectively Chapter 8 focuses on the semiclassical description of quantum systems with underlying classical chaos, and Chapter 9 discusses the quantum mechanics of systems driven by time-periodic forces Chapter 10 reviews some recent work on the stochastic manifestations of chaos The presentation is complete and self-contained; appendices provide much of the needed mathematical background, and there are extensive references to the current literature End of chapter problems help students clarify their understanding In this new edition, the presentation has been brought up to date throughout, and a new chapter on open quantum systems has been added About the author Linda E Reichl, PhD, is a Professor of Physics at the University of Texas at Austin and has served as Acting Director of the Ilya Prigogine Center for Statistical Mechanics and Complex Systems since 1974 She is a Fellow of the American Physical Society and currently is US Editor of the journal Chaos, Solitons, and Fractals…”
Publicado 2004
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456“…The following PSB with PGP properties were used in this study: Bacillus cereus strain GGBSU-1, Proteus mirabilis strain TL14-1, and Klebsiella variicola strain AUH-KAM-9, which were previously isolated and characterized based on 16S rRNA gene sequencing. …”
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457Functionally Cloned pdrM from Streptococcus pneumoniae Encodes a Na(+) Coupled Multidrug Efflux Pumppor Hashimoto, Kohei, Ogawa, Wakano, Nishioka, Toshihiro, Tsuchiya, Tomofusa, Kuroda, Teruo“…Heterologous expression of PdrM let to elevated resistance to several antibacterial agents, norfloxacin, acriflavine, and 4′,6-diamidino-2-phenylindole (DAPI) in E. coli KAM32 cells. PdrM effluxes acriflavine and DAPI in a Na(+)- or Li(+)-dependent manner. …”
Publicado 2013
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458por Lin, Hong-Ting Victor, Massam-Wu, Teresa, Lin, Chen-Ping, Wang, Yen-Jen Anna, Shen, Yu-Chi, Lu, Wen-Jung, Hsu, Pang-Hung, Chen, Yu-Hou, Borges-Walmsley, Maria Ines, Walmsley, Adrian Robert“…The expression of VarABCDEF in the Escherichia coli (ΔacrAB) strain KAM3 conferred resistance to a range of drugs, but most significant resistance was to the macrolide spiramycin. …”
Publicado 2017
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459“…The kernel average misorientation (KAM) and grain reference orientation deviation-hyper (GROD-Hyper) further confirmed these differences. …”
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460por Mai, Binh T., Conteh, John S., Gavilán, Helena, Di Girolamo, Alessandro, Pellegrino, Teresa“…The release of conjugated bioactive molecules such as fluorescein and doxorubicin could be boosted by applying AMF conditions of clinical use (16 kAm(–1) and 110 kHz). It is remarkable that the magnetic hyperthermia-mediated release of the dye/drug falls in the concentration range 1.0–5.0 μM at an IONCs dose as low as 0.5 g(Fe)/L and at no macroscopical temperature change. …”
Publicado 2022
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