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arXiv 1006.4435gr-qcastro-ph.COhep-th
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混合暴胀的初始条件:MCMC方法的探索

Initial conditions in hybrid inflation: exploration by MCMC technique

Sebastien Clesse

摘要:

在混合暴胀中,导致足够长暴胀的初始场值被认为是沿着暴胀谷在一个狭窄的频带内微调的。这个问题的重新分析表明,存在着不可忽略的比例成功的初始条件的外部山谷,组织在一个复杂的结构与分形边界,其起源已被解释。他们的存在,在很大一部分的参数空间已被证明使用baiduMonte-Carlo-Markov-Chain(MCMC)方法,并建立了潜在的参数的自然界。此外,这些结果被证明是有效的,不仅对原来的混合模型,但也为其他混合实现在各种框架。

英文摘要:

In hybrid inflation, initial field values leading to sufficiently long inflation were thought be fine-tuned in a narrow band along the inflationary valley. A re-analysis of this problem has shown that there exists a non negligible proportion of successful initial conditions exterior to the valley, organized in a complex structure with fractal boundaries, and whose origin has been explained. Their existence in a large part of the parameter space has been demonstrated using a bayesian Monte-Carlo-Markov-Chain (MCMC) method, and natural bounds on potential parameters have been established. Moreover, these results are shown to be valid not only for the original hybrid model, but also for other hybrid realizations in various frameworks.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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