HomeLatest NewsGovTechQuantum Channels Cannot Be Simulated by Classical Messaging, Study Finds

Quantum Channels Cannot Be Simulated by Classical Messaging, Study Finds

Research by Kolkata-based S N Bose Centre and European collaborators establishes fundamental limits of classical communication

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Key Points

  • No amount of classical messaging can perfectly simulate quantum communication channels
  • Study conducted by researchers from DST-funded S N Bose National Centre in Kolkata
  • Findings support quantum states reflecting physical reality rather than mere knowledge

Classical communication, no matter how extensive, cannot perfectly replicate the behaviour of quantum channels, according to a study by researchers from India and Europe. The finding, published in the journal Proceedings of the Royal Society A in 2026, establishes a fundamental boundary between classical and quantum information processing.

The research was conducted by Sahil Gopalkrishna Naik and Manik Banik from the S N Bose National Centre for Basic Sciences in , an autonomous institution under the Department of Science and Technology. They worked with Mani Zartab from Universitat Autònoma de Barcelona and Nicolas Gisin from the .

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For Indian researchers working on quantum technologies, the study provides theoretical grounding for why quantum communication infrastructure cannot be replaced by classical alternatives. This matters as the Centre pushes forward with its National Quantum Mission, which aims to develop and communication capabilities over the next decade.

What the researchers investigated

The team examined whether quantum processes could be faithfully reproduced using only classical resources. This question, first posed by physicist Richard P Feynman in a foundational paper, defines the boundary between classical and quantum descriptions of nature.

The researchers studied a specific scenario: multiple distant parties attempting to reproduce the outcome statistics of quantum measurements at a central location using only classical communication. Classical communication refers to standard digital information exchange, such as sending bits of data through conventional networks.

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Earlier studies had shown such simulations were possible in simple two-party settings. The new research reveals this approach breaks down entirely in more complex network configurations involving multiple senders.

The core finding explained

The study establishes what physicists call a no-go theorem. This is a proof that certain outcomes are impossible under specified conditions, regardless of how clever the approach.

In this case, the theorem states that a perfect qubit channel cannot be simulated using any finite amount of classical communication. A qubit is the basic unit of quantum information, analogous to a bit in classical computing but capable of existing in multiple states simultaneously.

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The finding holds even when allowing the most general multi-round and bidirectional classical protocols, meaning back-and-forth exchanges of classical information in any sequence.

‘Our findings show that when multiple senders are involved, no finite amount of classical communication is sufficient to perfectly reproduce the behaviour of a quantum channel,’ the authors stated in their paper.

Why entanglement creates the barrier

The key challenge arises from entangled measurements. Entanglement is a quantum phenomenon where particles become correlated in ways that have no classical equivalent. Measuring one entangled particle instantly affects what can be known about its partner, regardless of the distance between them.

When several distant parties attempt to reproduce measurement statistics at a central node, they must account for these entangled measurements. The research demonstrates that this requirement cannot be met with any finite classical resources.

It is precisely this need to handle entanglement that makes classical simulation impossible, according to the study.

Implications for quantum theory

Beyond its technical significance, the study has consequences for how physicists interpret quantum mechanics itself. The place strong constraints on views that treat quantum states as merely representations of knowledge or information.

Instead, the findings support the interpretation that quantum states reflect an underlying physical reality. This longstanding debate in physics concerns whether quantum mechanics describes what actually exists or only what observers can know.

The research also reinforces the concept of quantum advantage. This refers to the idea that quantum systems can outperform classical ones in information processing tasks. The study shows this advantage exists not just in practice but in principle.

The work highlights that even when quantum states are fully known, their behaviour cannot always be reduced to classical information. Quantum channels, especially in networks, possess an irreducibly quantum character that resists any finite classical imitation.

Your Questions, Answered

What did the quantum communication study find?

The study found that no amount of classical communication, regardless of volume or complexity, can perfectly simulate a quantum communication channel. This establishes a fundamental limit between classical and quantum information processing.

Who conducted this quantum research?

The research was conducted by Sahil Gopalkrishna Naik and Manik Banik from S N Bose National Centre for Basic Sciences in Kolkata, along with Mani Zartab from Universitat Autònoma de Barcelona and Nicolas Gisin from the University of Geneva.

Why does entanglement prevent classical simulation of quantum channels?

Entanglement creates correlations between particles that have no classical equivalent. When multiple parties try to reproduce quantum measurement statistics, they must account for entangled measurements, which cannot be replicated using any finite classical resources.

What does this research mean for quantum technology development?

The findings reinforce that quantum communication infrastructure cannot be replaced by classical alternatives. This supports investment in dedicated quantum networks and validates the concept of quantum advantage in information processing.

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