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CURRENT AND UPCOMING

Program
3rd IAGRG School on Gravitation and Cosmology

14 October 2024 to 25 October 2024

Ramanujan Lecture Hall, ICTS Bengaluru

Program
Discrete integrable systems: difference equations, cluster algebras and probabilistic models

21 October 2024 to 01 November 2024

Madhava Lecture Hall (Week 1) & Ramanujan Lecture Hall (Week 2)

Special Colloquium
The machine learning contributions behind the 2024 Physics Nobel Prize

24 October 2024

Emmy Noether Seminar Room

Program
Circle Method and Related Topics

28 October 2024 to 08 November 2024

Madhava & Ramanujan Lecture Hall, ICTS Bengaluru

Ramanujan Lectures
Applied l-adic cohomology

Philippe Michel (Ecole polytechnique fédérale de Lausanne, Lausanne, Switzerland)

29 October 2024 to 02 November 2024

Madhava & Ramanujan Lecture Hall, ICTS Bengaluru

Sun	Mon	Tue	Wed	Thu	Fri	Sat
		1 Interplay of Microscopic and Emergent Symmetries in a Spin-Orbit Coupled Dirac Semi-Metal Deterministic and Stochastic Analysis of Euler and Navier-Stokes Equations The Onsager theorem and beyond	2 Deterministic and Stochastic Analysis of Euler and Navier-Stokes Equations The Onsager theorem and beyond	3 Topological recursion for hyperbolic string field theory Deterministic and Stochastic Analysis of Euler and Navier-Stokes Equations The Onsager theorem and beyond	4 The Life and Work of Satyendra Nath Bose Deterministic and Stochastic Analysis of Euler and Navier-Stokes Equations	5
6	7 Review of Quantization in 3D Gravity (part 2)	8 Energy Extraction from the Black Hole by a Highly Magnetized Thin Disk: Insights from 3D GRMHD Simulations	9 Channel flow stability: influence of dust particles and geometry A String Theory for Two-Dimensional Yang-Mills Theory	10 On lattice axial symmetries	11	12
13	14 Design principles of complex cellular decision-making networks in cancer 3rd IAGRG School on Gravitation and Cosmology	15 3rd IAGRG School on Gravitation and Cosmology	16 Prospects of Observing Gravitational Lensing of Continuous Gravitational Waves Bootstrapping the physics at finite temperature 3rd IAGRG School on Gravitation and Cosmology	17 Quasinormal ringdown in the SYK model 3rd IAGRG School on Gravitation and Cosmology	18 3rd IAGRG School on Gravitation and Cosmology Presentation by artists selected for the Connect India Arts Residency	19 3rd IAGRG School on Gravitation and Cosmology Dusty Flows in Nature (and Why Clouds Don’t Fall From the Sky)
20 3rd IAGRG School on Gravitation and Cosmology	21 3rd IAGRG School on Gravitation and Cosmology Discrete integrable systems: difference equations, cluster algebras and probabilistic models	22 Building AI-Driven Self and Collective Awareness in Collaborative IoT Networks Integrable Combinatorics 3rd IAGRG School on Gravitation and Cosmology Discrete integrable systems: difference equations, cluster algebras and probabilistic models	23 The thin shell - line defect correspondence 3rd IAGRG School on Gravitation and Cosmology Discrete integrable systems: difference equations, cluster algebras and probabilistic models	24 The machine learning contributions behind the 2024 Physics Nobel Prize 3rd IAGRG School on Gravitation and Cosmology Discrete integrable systems: difference equations, cluster algebras and probabilistic models	25 Welcome a better you with YourDOST 3rd IAGRG School on Gravitation and Cosmology Discrete integrable systems: difference equations, cluster algebras and probabilistic models	26 Discrete integrable systems: difference equations, cluster algebras and probabilistic models
27 Discrete integrable systems: difference equations, cluster algebras and probabilistic models	28 Discrete integrable systems: difference equations, cluster algebras and probabilistic models Circle Method and Related Topics	29 Optimal transport for stationary point processes Discrete integrable systems: difference equations, cluster algebras and probabilistic models Circle Method and Related Topics Applied l-adic cohomology The Six Faces of Subrahmanyan Chandrasekhar	30 Discrete integrable systems: difference equations, cluster algebras and probabilistic models Circle Method and Related Topics Applied l-adic cohomology	31 Discrete integrable systems: difference equations, cluster algebras and probabilistic models Circle Method and Related Topics Applied l-adic cohomology

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