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Talk
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Universal Prethermal Dynamics in Quantum Magnets and Fracton Fluids - Class 03 of 03
Joaquin Rodriguez-Nieva -
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Universal Prethermal Dynamics in Quantum Magnets and Fracton Fluids - Class 02 of 03
Joaquin Rodriguez-Nieva -
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Hybridization induced superconductivity in non-interacting chains
Mucio Continentino -
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Multipolar spin liquid in an exactly solvable model for J = 3/2 moments
Vanuildo S. Carvalho -
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Wilson loops and integrability in Chern-Simons-matter theories
Diego Hernán Correa
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Introduction to Precision Measurements and Quantum Metrology
Quantum physics has come a long way since its inception 120 years ago to the application of quantum effects in day-to-day life in the form of quantum technologies that are emerging rapidly across multiple fields. What began as a powerful theory on nature that describes the properties of particles, atoms led to a deep understanding of matter, energy, and their behavior at various scales. Over the past decade, there has been a paradigm shift with the development of the ability to control individual quantum systems. Applicable quantum technologies ranging from quantum computers, sensors, and encryption tools incorporating individual quantum systems have come to the force. Quantum resources like entanglement, superposition, and coherence can be used to attain unprecedented accuracies that are not achievable using classical methods and comparable resources. Pushing the boundaries of measurement precision is not only interesting in its own right but also fundamental to discovering new scienc...
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Data Science: Probabilistic and Optimization Methods
The current boom in data science, in reality an umbrella term for diverse but loosely connected activity, has been brought about by rapid advances in techniques for collection, storage and dissemination of data, along with increased computational abilities to process it. It is on the scale of the industrial revolution except that it is now the abstract symbols rather than energy and material that is being generated, stored and distributed. This is affecting the older sciences as well where pure model based approaches are being combined with purely data driven ones, to get the best of both the worlds. The major action, however, is on a different front -- that of fast processing tools for the enormous data that is being generated, sometimes at a high speed. This is the analytic and algorithmic side of data science on which this workshop is focused. This in itself is a multi-verse, ranging from high end pure mathematics feeding it and being fed back in by it, to pure heuristics, often bas...
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Data Science: Probabilistic and Optimization Methods
The current boom in data science, in reality an umbrella term for diverse but loosely connected activity, has been brought about by rapid advances in techniques for collection, storage and dissemination of data, along with increased computational abilities to process it. It is on the scale of the industrial revolution except that it is now the abstract symbols rather than energy and material that is being generated, stored and distributed. This is affecting the older sciences as well where pure model based approaches are being combined with purely data driven ones, to get the best of both the worlds. The major action, however, is on a different front -- that of fast processing tools for the enormous data that is being generated, sometimes at a high speed. This is the analytic and algorithmic side of data science on which this workshop is focused. This in itself is a multi-verse, ranging from high end pure mathematics feeding it and being fed back in by it, to pure heuristics, often bas...
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Modern trends in Harmonic Analysis
The goal of this program is to introduce some of the path breaking developments in harmonic analysis in recent years. In particular, the program is focused on polynomial methods in harmonic analysis and discrete harmonic analysis. Polynomial methods in harmonic analysis: In the recent years there have been remarkable developments in the direction of Fourier restriction and Bochner-Riesz conjectures using the polynomial method. This method involves using tools from algebraic geometry to solve problems in various areas of mathematics. In particular, the method has been fruitful in addressing outstanding open problems in harmonic analysis. Discrete harmonic analysis: The discrete analogues in harmonic analysis with connections to number theoretic problems have been an active area of research in harmonic analysis. It is quite remarkable that in the recent years the powerful technique of sparse domination in the continuous setting has been developed to address problems related to discrete a...
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Mathematical modeling of Climate, Ocean, and Atmosphere processes
This pedagogical program is aimed at students across the country, with special emphasis on Masters students and final year undergraduate degree students. Lecturers at this program will discuss fluid dynamics of the atmosphere and the ocean and its impact on climate scale processes. No prior background in climate-atmosphere-ocean dynamics is expected of participants. Topics that will be discussed include turbulent dynamics and convection in the ocean, monsoon dynamics, dynamical systems approach to climate models, and machine learning techniques for atmosphere-ocean processes. Eligibility criteria: Students from final year undergraduate and masters in physics, mathematics, and all streams of engineering.ICTS acknowledges the strong support received from Dr. Vivek V. (Friend of ICTS) towards this program, and other ICTS efforts on the science of climate and human interactions with our environment.ICTS is committed to building an environment that is inclusive, non discriminatory and welco...
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School on Emergent Phenomena in Non-Equilibrium Quantum Many-Body Systems
School on Emergent Phenomena in Non-Equilibrium Quantum Many-Body Systems
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Modern trends in Harmonic Analysis
The goal of this program is to introduce some of the path breaking developments in harmonic analysis in recent years. In particular, the program is focused on polynomial methods in harmonic analysis and discrete harmonic analysis. Polynomial methods in harmonic analysis: In the recent years there have been remarkable developments in the direction of Fourier restriction and Bochner-Riesz conjectures using the polynomial method. This method involves using tools from algebraic geometry to solve problems in various areas of mathematics. In particular, the method has been fruitful in addressing outstanding open problems in harmonic analysis. Discrete harmonic analysis: The discrete analogues in harmonic analysis with connections to number theoretic problems have been an active area of research in harmonic analysis. It is quite remarkable that in the recent years the powerful technique of sparse domination in the continuous setting has been developed to address problems related to discrete a...
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Mathematical modeling of Climate, Ocean, and Atmosphere processes
This pedagogical program is aimed at students across the country, with special emphasis on Masters students and final year undergraduate degree students. Lecturers at this program will discuss fluid dynamics of the atmosphere and the ocean and its impact on climate scale processes. No prior background in climate-atmosphere-ocean dynamics is expected of participants. Topics that will be discussed include turbulent dynamics and convection in the ocean, monsoon dynamics, dynamical systems approach to climate models, and machine learning techniques for atmosphere-ocean processes. Eligibility criteria: Students from final year undergraduate and masters in physics, mathematics, and all streams of engineering.ICTS acknowledges the strong support received from Dr. Vivek V. (Friend of ICTS) towards this program, and other ICTS efforts on the science of climate and human interactions with our environment.ICTS is committed to building an environment that is inclusive, non discriminatory and welco...
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TRISEP 2023
Talks are recorded and posted on PIRSA (within approx 24 hours).
The 2023 Tri-Institute Summer School on Elementary Particles (TRISEP) will be held June 19-30, 2023 in Perimeter Institute for Theoretical Physics, Waterloo, ON, Canada.
TRISEP is an international summer school organized jointly by the Perimeter Institute for Theoretical Physics, SNOLAB, and TRIUMF Canada's laboratory for particle and nuclear physics. TRISEP will feature lectures by leading experts in the field of particle physics in its broadest sense and is designed to be very interactive with ample time for questions, discussions and interaction with the speakers. The school is intended for graduate students of all levels who were already exposed to quantum field theory.Registration for in person attendance to TRISEP is now open. Anyone requiring financial assistance to attend must apply by May 19. Requests for financial assistance are vetted on a case-by-case basis and application for funding is not guaranteed.
Previous TRISEP Schools:
2022, 2021, 2019, 2018, 2017, 2016, 2015, 2014 and 2013.
Territorial Land AcknowledgementPerimeter Institute acknowledges that it is situated on the traditional territory of the Anishinaabe, Haudenosaunee, and Neutral peoples.
Perimeter Institute is located on the Haldimand Tract. After the American Revolution, the tract was granted by the British to the Six Nations of the Grand River and the Mississaugas of the Credit First Nation as compensation for their role in the war and for the loss of their traditional lands in upstate New York. Of the 950,000 acres granted to the Haudenosaunee, less than 5 percent remains Six Nations land. Only 6,100 acres remain Mississaugas of the Credit land.
We thank the Anishinaabe, Haudenosaunee, and Neutral peoples for hosting us on their land.
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Workshop on Strong Electron Correlations in Quantum Materials: Inhomogeneities, Frustration, and Topology
Workshop on Strong Electron Correlations in Quantum Materials: Inhomogeneities, Frustration, and Topology
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