Problems in Theoretical Physics
Problems in Theoretical Physics
批准号:
0757035
负责人:
Joseph Polchinski
金额:
$225.0万
依托单位国家:
美国
项目类别:
Continuing Grant
财政年份:
2008
资助国家:
美国
项目状态:
已结题
起止时间:
2008-11-01 至 2014-10-31
中文摘要
圣巴巴拉小组建议对物理学中广泛的基本问题进行研究,从形式弦理论到使用格子规范理论计算QCD矩阵元素。他们还建议将场论概念应用于生物学中的重要问题,如RNA折叠,以及使用现代方法来理解量子混沌。弦理论的研究将集中在理论表述中的基本问题(包括高能散射、含时组态和全息对偶),通过宇宙超弦可能的观测特征,以及规范/弦对偶在规范理论和其他场论物理中的应用。相关研究包括引力理论中的散射问题,黑洞信息悖论的教训,以及浮现引力模型在黑洞物理中的应用。在粒子物理和天体物理中,将要研究的问题包括超对称模型的研究,理解上夸克质量小的研究,以及如何解决QCD的强CP问题的建议。还提出了中微子物理的各种研究,包括研究四面体群模型中轻子质量的预测,轻子扇区的CP破坏,以及中微子和带电轻子质量之间的关系。量子混沌理论的研究将集中在Ruelle共振及其在经典和量子动力学中的作用。定量生物学方面的工作将继续使用随机矩阵理论和蒙特卡罗方法研究RNA折叠的拓扑结构。格点规范理论的研究将致力于研究强相互作用粒子的质量,轻赝标介子的性质,重夸克粒子的衰变,强相互作用物质在高温下的行为,以及产生具有改进的交错夸克的规范组态,供其他格点规范理论家在他们自己的研究中使用。这一提议的科学更广泛的影响是,弦理论的研究旨在建立一个关于自然界所有基本相互作用的统一理论。在粒子现象学和晶格规范理论方面提出的研究直接与实验高能物理的计划有关,并得到支持。此外,格点规范理论的部分工作旨在为整个美国格点规范理论社区开发大规模计算基础设施。正在采取的方法具有广泛的可能性,可以应用于许多科学和工程领域的计算密集型问题。该提案涵盖的研究主题为学生和博士后提供了极好的教育机会。通过与卡夫利理论物理研究所(KITP)众多参观者的互动,这种教育作用也得到了极大的加强。
英文摘要
The Santa Barbara group proposes research on a broad spectrum of fundamental questions in Physics ranging from formal String Theory to calculating QCD matrix elements using Lattice Gauge Theory. They also propose applying field theory concepts to important problem in Biology such as RNA folding as well as using modern methods to understand Quantum Chaos. The proposed research in string theory will focus on fundamental questions in the formulation of the theory (including high energy scattering, time-dependent configurations, and holographic duality), possible observational signatures via cosmic superstrings, and the application of gauge/string duality to physics of gauge theories and other field theories. Related investigations include issues of scattering in gravitational theories, lessons from the black hole information paradox, and applications of models of emergent gravity to black hole physics. In particle physics and astrophysics, problems to be studied include the study of supersymmetric models, research to understand the smallness of the up quark mass and a proposal on how to solve the strong CP problem of QCD. There is also proposed a variety of studies in neutrino physics including studying the predictions for lepton masses in tetrahedral group models, CP violation in the lepton sector, and relations between neutrino and charged lepton masses. Research in quantum chaos theory will focus on the Ruelle resonances and their role in classical and quantum dynamics. Work in quantitative biology will continue the study of the topology of RNA folding using random matrix theory and Monte Carlo methods. Research in lattice gauge theory will be directed at the study of the masses of strongly interacting particles, the properties of light pseudoscalar mesons, the decays of particles with heavy quarks, the behavior of strongly interacting matter at high temperatures, and the generation of gauge configurations with improved staggered quarks for use by other lattice gauge theorists in their own research.The scientific broader impact of this proposal is that research in string theory is aimed at developing a unified theory of all of the fundamental interactions of nature. The proposed research in particle phenomenology and lattice gauge theory is directly related to, and supportive of, programs in experimental high energy physics. Furthermore, part of the effort in lattice gauge theory is aimed at developing large-scale computational infrastructure for the entire U.S. lattice gauge theory community. The approach being taken has broad possibilities for application to computationally-intensive problems in many areas of science and engineering. The research topics covered by this proposal provide excellent educational opportunities for students and postdocs. This educational role is also greatly strengthened by interactions with the many visitors to the Kavli Institute for Theoretical Physics (KITP).
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Problems in Theoretical Physics
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批准号:1620625
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项目类别:Continuing Grant
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资助金额:$48.0万
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财政年份:2016
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负责人:Joseph Polchinski
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依托单位:
Problems in Theoretical Physics
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批准号:1316748
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项目类别:Continuing Grant
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资助金额:$98.13万
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财政年份:2013
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负责人:Joseph Polchinski
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依托单位:
1980 Nsf Postdoctoral Fellowship
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批准号:8019912
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项目类别:Fellowship Award
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资助金额:$1.53万
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财政年份:1980
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负责人:Joseph Polchinski
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依托单位:
海外基金