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Introduction to Lower Bounds For Monotone Span Programs By Robert Robere

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Robert Robere: Proof complexity lower bounds by composition News
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Full Query Lower Bounds from Proof Lower Bounds: Relating TFNP^dt and Proof Complexity by Robert Robere News
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Proofs, Circuits, Communication, and Lower Bounds in Complexity Theory -Robert Robere
Proofs, Circuits, Communication, and Lower Bounds in Complexity Theory -Robert Robere
Talk 5 – Robert Robere
Talk 5 – Robert Robere
Proofs, Circuits, Communication, and Lower Bounds in Complexity Theory - Robert Robere
Proofs, Circuits, Communication, and Lower Bounds in Complexity Theory - Robert Robere
Monotone Circuit Lower Bounds, via the Approximation Method by Srikanth Srinivasan
Monotone Circuit Lower Bounds, via the Approximation Method by Srikanth Srinivasan
Monotone Circuit Lower Bounds from Resolution - Mika Goos
Monotone Circuit Lower Bounds from Resolution - Mika Goos
Circuit Lower Bounds (and More) via the Fusion Method
Circuit Lower Bounds (and More) via the Fusion Method
A polynomial lower bound for monotonicity testing...- Rocco Servedio
A polynomial lower bound for monotonicity testing...- Rocco Servedio
Anup Rao — Three monotone circuit lower bounds (3/3) | Kaleidoscope’26
Anup Rao — Three monotone circuit lower bounds (3/3) | Kaleidoscope’26
COSIC Seminar - Error Detection in Monotone Span Programs with Application... (Tim Wood)
COSIC Seminar - Error Detection in Monotone Span Programs with Application... (Tim Wood)
Anup Rao — Three monotone circuit lower bounds (2/3) | Kaleidoscope’26
Anup Rao — Three monotone circuit lower bounds (2/3) | Kaleidoscope’26
Exponential Lower Bounds for 2-query Relaxed Locally Decodable Codes
Exponential Lower Bounds for 2-query Relaxed Locally Decodable Codes

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Last Updated: October 4, 2026

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Lifting Nullstellensatz Degree to Monotone Span Program Size News
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Monday Oct 25, 2021 Proof complexity Computer Science/Discrete Mathematics Seminar II Topic: Proofs, Circuits, Communication, and Avi Wigderson (IAS) simons.berkeley.edu/talks/tbd-9 Boolean Devices. Rocco Servedio Columbia University March 31, 2014 We prove a Ω̃ (n1/5)Ω~(n1/5) COSIC seminar – Error Detection in Elena Grigorescu (University of Waterloo) simons.berkeley.edu/talks/elena-grigorescu-university-waterloo-2026-10-01 ...

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