An Improved Method for Quantum Matrix Multiplication: Appendix A

15 Jun 2024

Quantum algorithms achieve exponential precision improvements in matrix applications using Chebyshev polynomials

Acknowledgements, Declarations, Data Availability Statement, and References

15 Jun 2024

Quantum algorithms achieve exponential precision improvements in matrix applications using Chebyshev polynomials

An Improved Method for Quantum Matrix Multiplication: Applications

15 Jun 2024

Discover how quantum algorithms enhance matrix operations, from eigenvalue estimation to trace and Frobenius norm calculations, using Chebyshev polynomials.

An Improved Method for Quantum Matrix Multiplication: Main Procedure

15 Jun 2024

Quantum algorithms achieve exponential precision improvements in matrix applications using Chebyshev polynomials

Expansions for Hilbert Schemes: Background on Tropical Perspective

11 Jun 2024

This paper improves methods for degenerating "Hilbert schemes" (geometric objects) on surfaces, exploring stability and connections to other constructions.

Expansions for Hilbert Schemes: GIT Stability

11 Jun 2024

This paper improves methods for degenerating "Hilbert schemes" (geometric objects) on surfaces, exploring stability and connections to other constructions.

Expansions for Hilbert Schemes: Stack Perspective

11 Jun 2024

This paper improves methods for degenerating "Hilbert schemes" (geometric objects) on surfaces, exploring stability and connections to other constructions.

Expansions for Hilbert Schemes: Abstract and Intro

11 Jun 2024

This paper improves methods for degenerating "Hilbert schemes" (geometric objects) on surfaces, exploring stability and connections to other constructions.

Expansions for Hilbert Schemes: the Expanded Construction

11 Jun 2024

This paper improves methods for degenerating "Hilbert schemes" (geometric objects) on surfaces, exploring stability and connections to other constructions.