Toward dissipative and stoch chastic c effect cts in in the EFT - - PowerPoint PPT Presentation

toward dissipative and stoch chastic c effect cts in in
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Toward dissipative and stoch chastic c effect cts in in the EFT - - PowerPoint PPT Presentation

Toward dissipative and stoch chastic c effect cts in in the EFT T of of in infla flation ion(P (P.03) Kim Suro Kobe University (w/ Masaru Hongo@RIKEN, Toshifumi Noumi@Kobe Univ, Atsuhisa Ota@Tokyo Tech) Open system Condensed matter


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SLIDE 1

Toward dissipative and stoch chastic c effect cts in in the EFT T of

  • f in

infla flation ion(P (P.03)

Kim Suro Kobe University

(w/ Masaru Hongo@RIKEN, Toshifumi Noumi@Kobe Univ, Atsuhisa Ota@Tokyo Tech)

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SLIDE 2

Condensed matter physics

Open system

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SLIDE 3

Condensed matter physics Active matters

Open system

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SLIDE 4

Condensed matter physics Active matters

Open system

Cosmology

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SLIDE 5

Cosmology

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SLIDE 6

Cosmology

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SLIDE 7

Cosmological Inflation

  • Exponential expansion of space in the early universe
  • Inflation is identified as de-Sitter stage with slightly

broken time-translation symmetry

  • Existence of Horizon

Stochastic inflation(Integrate out the degrees of freedom inside horizon)

  • Sectors coupled to Inflaton

Warm inflation Cosmological collider physics(Hidden sectors coupled with Inflaton)

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SLIDE 8

Effective field theory

  • Top-down EFT

Imagine that we knew the full Lagrangian of UV theory Construct the effective action for the light fields by integrating out heavy fields

  • Bottom-up EFT

Assume about the symmetries of the UV theory Construct the effective action by writing down the most general action consistent with these symmetries

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SLIDE 9

Effective field theory

  • Top-down EFT
  • Bottom-up EFT

E

  • 1. Full Lagrangian of UV theory

2.Lagrangian of IR theory by Integrating out

E

  • 2. Write down the most general effective

action consistent with symmetries

  • 1. Symmetry structure
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SLIDE 10

Effective field theory

  • Top-down EFT
  • Bottom-up EFT

E

  • 1. Full Lagrangian of UV theory

2.Lagrangian of IR theory by Integrating out

E

  • 2. Write down the most general effective

action consistent with symmetries

  • 1. Symmetry structure
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SLIDE 11

Effective field theory

  • Symmetry structure of Closed-time path integral
  • We incorporate dissipative and stochastic effects

into the EFT framework based on such a symmetry structure in flat space

Φ" 𝑌" Φ% 𝑌%

𝑢' → −∞ 𝑢+ → ∞

𝜗- 𝜗-

𝑢

Φ" 𝑌" Φ% 𝑌%

𝜗. 𝜗.

𝑢' → −∞ 𝑢+ → ∞

Broken by dissipative and stochastic effects

𝑢