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Johannes Thürigen

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Westfälische Wilhelms-Universität Münster

Germany

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Non-perturbative Group field theory from combinatorial Dyson-Schwinger equations and their algebraic structure

Open Date: 2019-01-01

Close Date:

Articles (12)

Year:

2026

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2026

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2025

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2024

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2023

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2023

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2023

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2022

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2021

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2021

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2021

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2020

Collaborators (5)

Sebastian Steinhaus

Emmy Noether Junior Research Group Leader

Friedrich Schiller University Jena

GERMANY

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Daniele Oriti

Distinguished Researcher

Universidad Complutense de Madrid

SPAIN

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Andreas G. A Pithis

Principal Investigator (DFG)

Friedrich Schiller University Jena

GERMANY

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Alexander Hock

Group Leader

University of Geneva

SWITZERLAND

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Paul-Hermann Balduf

University of Oxford

UNITED KINGDOM

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Johannes Thürigen

Research Interests

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Recent Grants

Articles (12)

Combinatorial Dyson–Schwinger equations of quartic matrix field theory

Primitive asymptotics in $\phi^{4}$ vector theory

New fixed points from melonic interactions

QFT with tensorial and local degrees of freedom: Phase structure from functional renormalization

Curvature effects in the spectral dimension of spin foams

Mean-Field Phase Transitions in Tensorial Group Field Theory Quantum Gravity

Phase transitions in TGFT: a Landau-Ginzburg analysis of Lorentzian quantum geometric models

One-matrix differential reformulation of two-matrix models

Phase transitions in tensorial group field theories: Landau-Ginzburg analysis of models with both local and non-local degrees of freedom

Renormalization in Combinatorially Non-Local Field Theories: The Hopf Algebra of 2-Graphs

(No) phase transition in tensorial group field theory

Phase transitions in TGFT: functional renormalization group in the cyclic-melonic potential approximation and equivalence to O(N) models

Collaborators (5)

Sebastian Steinhaus

Daniele Oriti

Andreas G. A Pithis

Alexander Hock

Paul-Hermann Balduf

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