Boulder School 2026: Lecture Notes
Boulder School 2026: Lecture Notes
All problem sets are posted to the Problem Sets page.
All files are in PDF format or direct linked. Click here to play all videos. See below for videos of individual lectures.
| Lecture | Radzihovsky | Welcome Message | |
Elasticity and Geometry | |||
Lecture 1 | Moshe | Geometric mechanics of solids I | |
| Lecture 2 | James | Elasticity theory I | |
| Lecture 3 | Rycroft | Computational methods of elastic sheets I | |
| Poster Session 1 | Student Poster Session #1 | ||
| Lecture 4 | Moshe | Geometric mechanics of solids II | |
| Lecture 5 | James | Elasticity theory II | |
| Lecture 6 | Rycroft | Computational methods of elastic sheets II | |
| Lecture 7 | Moshe | Geometric mechanics of solids III | |
| Lecture 8 | Kamien | Topology in materials I | |
| Lecture 9 | Kamien | Topology in materials II | |
| Lecture 10 | James | Elasticity theory III | |
| Lecture 11 | Moshe | Geometric mechanics of solids IV | |
| Lecture 12 | Kamien | Topology in materials III | |
| Lecture 13 | Rycroft | Computational methods of elastic sheets III | |
Complex Fluids | |||
| Lecture 14 | Shelley | Fluid and continuum mechanics I | |
| Lecture 15 | Spagnolie | Hydrodynamics of complex fluids I | |
| Lecture 16 | Vlahovska | Interfaces and membrane dynamics I | |
| Poster Session 2 | Student Poster Session #2 | ||
| Lecture 17 | Shelley | Fluid and continuum mechanics II | |
| Lecture 18 | Spagnolie | Hydrodynamics of complex fluids II | |
| Lecture 19 | Vlahovska | Interfaces and membrane dynamics II | |
| Lecture 20 | Shelley | Fluid and continuum mechanics III | |
| Lecture 21 | Marchetti | Active fluids I | |
| Lecture 22 | Marchetti | Active fluids II | |
Lecture 23 | Vlahovska | Interfaces and membrane dynamics III | |
| Lecture 24 | Shelley | Fluid and continuum mechanics IV | |
| Lecture 25 | Marchetti | Active fluids III | |
Lecture 26 | Spagnolie | Hydrodynamics of complex fluids III | |
Heterogeneous Materials | |||
| Lecture 27 | Grason | Geometric frustration in soft matter I | |
| Lecture 28 | Mao | Waves and topological mechanics I | |
| Lecture 29 | Panetta | Computational homogenization and inverse design I | |
| Poster Session 3 | Student Poster Session #3 | ||
| Lecture 30 | Grason | Geometric frustration in soft matter II | |
| Lecture 31 | Mao | Waves and topological mechanics II | |
Lecture 32 | Panetta | Computational homogenization and inverse design II | |
| Public Lecture | Grason | Geometrically programmed nanostructure assembly | |
| Lecture 33 | Grason | Geometric frustration in soft matter III | |
| Lecture 34 | Katifori | Physical networks I | |
| Lecture 35 | Mao | Waves and topological mechanics III | |
| Lecture 36 | Katifori | Physical networks II | |
| Lecture 37 | Grason | Geometric frustration in soft matter IV | |
| Lecture 38 | Panetta | Computational homogenization and inverse design III | |
| Lecture 39 | Katifori | Physical networks III | |
Physical Networks | |||
| Lecture 40 | Streinu | Rigidity theory I | |
| Lecture 41 | Schwarz | Mechanics and learning in networks I | |
| Lecture 42 | Modes | Dynamics of networks I | |
| Lecture 43 | Streinu | Rigidity theory II | |
| Lecture 44 | Schwarz | Mechanics and learning in networks II | |
| Lecture 45 | Modes | Dynamics of networks II | |
| Lecture 46 | Streinu | Rigidity theory III | |
| Lecture 47 | Tobasco | Homogenization of mechanical metamaterials I | |
| Lecture 48 | Tobasco | Homogenization of mechanical metamaterials II | |
| Lecture 49 | Schwarz | Mechanics and learning in networks III | |
| Lecture 50 | Modes | Dynamics of networks III | |
| Lecture 51 | Tobasco | Homogenization of mechanical metamaterials III | |
| Lecture 52 | Modes | Dynamics of networks IV | |