Quantum supremacy, a term coined by John Preskill in 2012, refers to the point at which quantum computers can perform tasks beyond the reach of classical computers. Universal quantum computation, a theoretical concept where a quantum computer could efficiently solve any problem that a classical computer can solve, is a significant milestone in the field of quantum information processing.
In 2019, Google claimed to have achieved quantum supremacy with their 53-qubit quantum processor named Sycamore. They reported that Sycamore solved a specific problem in 200 seconds that would take the world's fastest supercomputer, Summit, approximately 10,000 years to solve. This demonstration of quantum supremacy was a groundbreaking moment in the field of quantum computing.
However, the term "quantum supremacy" has been met with some controversy. Critics argue that the term itself implies a hierarchy between quantum and classical computing, which may not be the most accurate representation of the situation. Additionally, there are ongoing debates about the specific definition of quantum supremacy and whether the Sycamore experiment truly meets all the criteria to claim this milestone.
From a theoretical perspective, achieving universal quantum computation, where a quantum computer can efficiently solve any problem that a classical computer can solve, remains an open question. While significant progress has been made in developing quantum algorithms that outperform classical algorithms in certain tasks, the full potential of quantum computers has not yet been realized.
While the Sycamore experiment by Google marked a significant advancement in the field of quantum computing and raised important questions about the capabilities of quantum computers, the achievement of universal quantum computation, and thus quantum supremacy in its truest sense, remains an ongoing area of research and exploration.
Other recent questions and answers regarding Limits of quantum computers:
- How does the distance between state vectors relate to the probability of distinguishing them in a quantum computation?
- What is the hybrid argument and how does it help in understanding the limitations of quantum algorithms?
- How can the performance of a quantum algorithm be analyzed and measured?
- What is the lower bound for the number of steps required to solve the needle in a haystack problem using a quantum algorithm?
- What is an NP-complete problem and why is it challenging to solve classically?

