EXISTENCE OF LARGE DEVIATIONS RATE FUNCTION FOR ANY S-UNIMODAL MAP

Hiroki Takahasi; Masato Tsujii

EXISTENCE OF LARGE DEVIATIONS RATE FUNCTION FOR ANY S-UNIMODAL MAP

Department of Mathematics

Research output: Contribution to journal › Article › peer-review

Abstract

For any unimodal map with negative Schwarzian derivative and with non-flat critical point, we establish the level-2 Large Deviation Principle for empirical distributions.

37A50, 37D20, 37D25, 37D35, 37E05, 37E20

Original language	English
Journal	Unknown Journal
Publication status	Published - Aug 21 2019

All Science Journal Classification (ASJC) codes

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@article{029199e11b4a48469219415253238a32,

title = "EXISTENCE OF LARGE DEVIATIONS RATE FUNCTION FOR ANY S-UNIMODAL MAP",

abstract = "For any unimodal map with negative Schwarzian derivative and with non-flat critical point, we establish the level-2 Large Deviation Principle for empirical distributions.37A50, 37D20, 37D25, 37D35, 37E05, 37E20",

author = "Hiroki Takahasi and Masato Tsujii",

year = "2019",

month = aug,

day = "21",

language = "English",

journal = "Quaternary International",

issn = "1040-6182",

publisher = "Elsevier Limited",

}

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T1 - EXISTENCE OF LARGE DEVIATIONS RATE FUNCTION FOR ANY S-UNIMODAL MAP

AU - Takahasi, Hiroki

AU - Tsujii, Masato

PY - 2019/8/21

Y1 - 2019/8/21

N2 - For any unimodal map with negative Schwarzian derivative and with non-flat critical point, we establish the level-2 Large Deviation Principle for empirical distributions.37A50, 37D20, 37D25, 37D35, 37E05, 37E20

AB - For any unimodal map with negative Schwarzian derivative and with non-flat critical point, we establish the level-2 Large Deviation Principle for empirical distributions.37A50, 37D20, 37D25, 37D35, 37E05, 37E20

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JO - Quaternary International

JF - Quaternary International

SN - 1040-6182

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