Kyoto U. "Boundedness of Varieties of General Type" Prof. Christopher Hacon, L.1



 

Kyoto U. "Boundedness of Varieties of General Type" Prof. Christopher Hacon, L.2



 

Kyoto U. "Boundedness of Varieties of General Type" Prof. Christopher Hacon, L.3



 

Kyoto U. "Boundedness of Varieties of General Type" Prof. Christopher Hacon, L.4



 

Kyoto U. "Boundedness of Varieties of General Type" Prof. Christopher Hacon, L.5



 

Kyoto U. "An Introduction to Subfactors in Mathematics and Physics" Prof. Vaughan F. R. Jones, L.1



 

Kyoto U. "An Introduction to Subfactors in Mathematics and Physics" Prof. Vaughan F. R. Jones, L.2



 

Kyoto U. "An Introduction to Subfactors in Mathematics and Physics" Prof. Vaughan F. R. Jones, L.3



 

Kyoto U. "An Introduction to Subfactors in Mathematics and Physics" Prof. Vaughan F. R. Jones, L.4



 

Kyoto U. "An Introduction to Subfactors in Mathematics and Physics" Prof. Vaughan F. R. Jones, L.5



 

Kyoto U. "Introduction to Algebras of Chiral Differential Operators" Prof. Fedor Malikov, L.1



 

Kyoto U. "Introduction to Algebras of Chiral Differential Operators" Prof. Fedor Malikov, L.2



 

Kyoto U. "Introduction to Algebras of Chiral Differential Operators" Prof. Fedor Malikov, L.3



 

Kyoto U. "Introduction to Algebras of Chiral Differential Operators" Prof. Fedor Malikov, L.4



 

Kyoto University "MOFs,microfluidics and micro-organisms" Darren Crowdy, Lecture 1



 

Kyoto University "MOFs,microfluidics and micro-organisms" Darren Crowdy, Lecture 2



 

Kyoto University "MOFs,microfluidics and micro-organisms" Darren Crowdy, Lecture 3



 

Kyoto University "MOFs,microfluidics and micro-organisms" Darren Crowdy, Lecture 4



 

Kyoto U. "Globalization of supercuspidal representations over function fields and applications" L.1



 

Kyoto U. "Globalization of supercuspidal representations over function fields and applications" L.2



 

Kyoto U. "Globalization of supercuspidal representations over function fields and applications" L.3



 

Kyoto U. "Globalization of supercuspidal representations over function fields and applications" L.4



 

Kyoto U. "Globalization of supercuspidal representations over function fields and applications" L.5



 

Kyoto U. "Generic vanishing and the birational geometry of irregular varieties" L.1



 

Kyoto U. "Generic vanishing and the birational geometry of irregular varieties" L.2



 

Kyoto U. "Generic vanishing and the birational geometry of irregular varieties" L.3



 

Kyoto U. "Generic vanishing and the birational geometry of irregular varieties" L.4



 

Kyoto U. "Generic vanishing and the birational geometry of irregular varieties" L.5



 

Kyoto U. "K-theory of group C*-algebras and applications" Prof. Gennadi Kasparov



 

Kyoto U. "The Minimal Model Program for Varieties of Log General Type" L.1



 

Kyoto U. "The Minimal Model Program for Varieties of Log General Type" L.2



 

Kyoto U. "The Minimal Model Program for Varieties of Log General Type" L.3



 

Kyoto U. "The Minimal Model Program for Varieties of Log General Type" L.4



 

Kyoto U. "The Minimal Model Program for Varieties of Log General Type" L.5



 

Kyoto U. "Curve Counting, Geometric Representation Theory, and Quantum Integrable Systems" L.1



 

Kyoto U. "Curve Counting, Geometric Representation Theory, and Quantum Integrable Systems" L.2



 

Kyoto U. "Curve Counting, Geometric Representation Theory, and Quantum Integrable Systems" L.3



 

Kyoto U. "Curve Counting, Geometric Representation Theory, and Quantum Integrable Systems" L.4



 

Kyoto U. "Curve Counting, Geometric Representation Theory, and Quantum Integrable Systems" L.5



 

Kyoto U. "Fluctuation-dissipation relations for reversible diffusions in a random environment" L.1



 

Kyoto U. "Fluctuation-dissipation relations for reversible diffusions in a random environment" L.2



 

Kyoto U. "Fluctuation-dissipation relations for reversible diffusions in a random environment" L.3



 

Kyoto U. "Fluctuation-dissipation relations for reversible diffusions in a random environment" L.4



 

Kyoto U. "Fluctuation-dissipation relations for reversible diffusions in a random environment" L.5



 

Kyoto U. "Paving over arbitrary MASAs in von Neumann algebras" L.1



 

Kyoto U. "Paving over arbitrary MASAs in von Neumann algebras" L.2



 

Kyoto U. "Paving over arbitrary MASAs in von Neumann algebras" L.3



 

Kyoto U. "Paving over arbitrary MASAs in von Neumann algebras" L.4



 

Kyoto U. "Paving over arbitrary MASAs in von Neumann algebras" L.5



 

Kyoto U. "W-algebras - introduction, screenings and quantum groups" L.1



 

Kyoto U. "W-algebras - introduction, screenings and quantum groups" L.2



 

Kyoto U. "W-algebras - introduction, screenings and quantum groups" L.3



 

Kyoto U. "W-algebras - introduction, screenings and quantum groups" L.4



 

Kyoto U. "W-algebras - introduction, screenings and quantum groups" L.5



 

Kyoto U. "Arakelov geometry over an adelic curve" L.1



 

Kyoto U. "Arakelov geometry over an adelic curve" L.2



 

Kyoto U. "Arakelov geometry over an adelic curve" L.3



 

Kyoto U. "Arakelov geometry over an adelic curve" L.4



 

Kyoto U. "Arakelov geometry over an adelic curve" L.5



 

Kyoto U. "Arakelov geometry over an adelic curve" L.6



 

Kyoto U. "Arakelov geometry over an adelic curve" L.7



 

Kyoto U. "Fluctuation theory of Markov additive processes and self-similar Markov processes" L.1



 

Kyoto U. "Fluctuation theory of Markov additive processes and self-similar Markov processes" L.2



 

Kyoto U. "Fluctuation theory of Markov additive processes and self-similar Markov processes" L.3



 

Kyoto U. "Fluctuation theory of Markov additive processes and self-similar Markov processes" L.4



 

Kyoto U. "Fluctuation theory of Markov additive processes and self-similar Markov processes" L.5



 

Kyoto U. "Fluctuation theory of Markov additive processes and self-similar Markov processes" L.6



 

Kyoto U. "Fluctuation theory of Markov additive processes and self-similar Markov processes" L.7



 

Kyoto U. "Fluctuation theory of Markov additive processes and self-similar Markov processes" L.8



 

Kyoto U. "The ubiquitous hyperfinite II1 factor" Prof. Sorin Popa, L.1



 

Kyoto U. "The ubiquitous hyperfinite II1 factor" Prof. Sorin Popa, L.2



 

Kyoto U. "The ubiquitous hyperfinite II1 factor" Prof. Sorin Popa, L.3



 

Kyoto U. "The ubiquitous hyperfinite II1 factor" Prof. Sorin Popa, L.4



 

Kyoto U. "The ubiquitous hyperfinite II1 factor" Prof. Sorin Popa, L.5



 

Kyoto U. "Vertex algebras, instanton counting and invariants of 3 and 4 dimensional manifolds" , L.1



 

Kyoto U. "Vertex algebras, instanton counting and invariants of 3 and 4 dimensional manifolds" , L.2



 

Kyoto U. "Vertex algebras, instanton counting and invariants of 3 and 4 dimensional manifolds" , L.3



 

Kyoto U. "Vertex algebras, instanton counting and invariants of 3 and 4 dimensional manifolds" , L.4



 

Kyoto U. "Vertex algebras, instanton counting and invariants of 3 and 4 dimensional manifolds" , L.5



 

Kyoto Univ. "Blow-up, compactness and (partial) regularity in Partial Differential Equations" L.1



 

Kyoto Univ. "Blow-up, compactness and (partial) regularity in Partial Differential Equations" L.2



 

Kyoto Univ. "Blow-up, compactness and (partial) regularity in Partial Differential Equations" L.3



 

Kyoto Univ. "Blow-up, compactness and (partial) regularity in Partial Differential Equations" L.4



 

Kyoto Univ. "Top Global Course Special Lecture" Prof. Laurent Lafforgue, L.1



 

Kyoto Univ. "Top Global Course Special Lecture" Olivia Caramello, L.2



 

Kyoto Univ. "Top Global Course Special Lecture" Olivia Caramello, L.3



 

Kyoto Univ. "Top Global Course Special Lecture" Prof. Laurent Lafforgue, L.4



 

Kyoto Univ. "Symmetries in Hamiltonian Systems" James Montaldi, L.1



 

Kyoto Univ. "Symmetries in Hamiltonian Systems" James Montaldi, L.2



 

Kyoto Univ. "Symmetries in Hamiltonian Systems" James Montaldi, L.3



 

Kyoto Univ. "Symmetries in Hamiltonian Systems" James Montaldi, L.4