A seven-member physics collaboration has demonstrated theoretically that a chain of superconducting qubits — coupled in a carefully alternating pattern — can function as a single logical qubit whose phase noise collapses to exactly zero, removing dephasing from the error budget entirely and reducing relaxation to half that of any individual element in the chain, all without the physical-qubit overhead that quantum error correction demands. The result, published Friday in npj Quantum Information, a Nature Publishing Group journal, represents a distinct attack on the decoherence problem: rather than catching and correcting errors after they occur, the team's design makes a class of errors structurally impossible to commit. Quantum computers are only as powerful as the qubits they are built from, and qubits have two well-characterized failure modes. Dephasing — technically the pure dephasing or T2 process — describes the gradual loss of phase coherence between the quantum states that encode information; it is dominated in real devices by low-frequency flux and charge noise that constantly jostles the qubit's energy levels. Relaxation — the T1 process — describes the qubit shedding energy to the environment and dropping to its ground state, erasing whatever information was stored. Both channels must be suppressed simultaneously for a qubit to remain computationally useful long enough to finish a calculation. Mainstream fault-tolerant quantum computing addresses this by encoding one logical qubit in dozens to hundreds of physical qubits and running constant error-detection cycles — an overhead that some estimates place in the millions of physical qubits for practically useful algorithms. The chain design described in Friday's paper attacks the problem at a lower level, using the quantum symmetry of the coupling pattern itself as a shield. How Interaction Structure Can Silence Noise The team — Roberto Stassi, Shilan Abo, Daniele Lamberto, Ye-Hong Chen, Adam Miranowicz, Salvatore