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Robin Kothari: Quantum Linear Systems Algorithms with Exponentially Improved Dependence on Precision

Robin Kothari: Quantum Linear Systems Algorithms with Exponentially Improved Dependence on Precision

Robin Kothari

Jan 11 Robin Kothari."Quantum linear systems algorithm with exponentially improved .." (Part 1)

Jan 11 Robin Kothari."Quantum linear systems algorithm with exponentially improved .." (Part 1)

QIP 2016, Banff, 10-16 January 2016 Date: 11 Jan 2016 Title:

Jan 11 Robin Kothari."Quantum linear systems algorithm with exponentially improved .." (Part 2)

Jan 11 Robin Kothari."Quantum linear systems algorithm with exponentially improved .." (Part 2)

QIP 2016, Banff, 10-16 January 2016 Date: 11 Jan 2016 Title:

Recent Algorithmic Primitives: Linear Combination of Unitaries and Quantum Signal Processing

Recent Algorithmic Primitives: Linear Combination of Unitaries and Quantum Signal Processing

Robin Kothari

Quantum Linear Algebra With Near-Optimal Complexities

Quantum Linear Algebra With Near-Optimal Complexities

Lin Lin (UC Berkeley) The

Lecture 17: Quantum No Fast-Forwarding Theorem and Linear Systems

Lecture 17: Quantum No Fast-Forwarding Theorem and Linear Systems

Shows that

How Simulating Balls and Springs Captures the Power of Quantum Computing

How Simulating Balls and Springs Captures the Power of Quantum Computing

Robin Kothari

0114_0930_Quantum Algorithms_Robin Kothari

0114_0930_Quantum Algorithms_Robin Kothari

Okay so yeah as hwan said my name is

Exponential Separation Between Shallow Quantum Circuits and Unbounded...

Exponential Separation Between Shallow Quantum Circuits and Unbounded...

Robin Kothari

0114_1130_Quantum Algorithms_Robin Kothari

0114_1130_Quantum Algorithms_Robin Kothari

The hhl the

Rolando Somma - The Quantum Linear Systems Problem - IPAM at UCLA

Rolando Somma - The Quantum Linear Systems Problem - IPAM at UCLA

Rolando Somma of Los Alamos National Laboratory presents "The

Robin Kothari: Quantum distinguishing complexity, zero-error algorithms & statistical zero knowledge

Robin Kothari: Quantum distinguishing complexity, zero-error algorithms & statistical zero knowledge

A talk by

A shortcut to a near-optimal quantum linear system solver | Alexander Dalzell | TQC 2024

A shortcut to a near-optimal quantum linear system solver | Alexander Dalzell | TQC 2024

A shortcut to a near-optimal