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We study a one-dimensional chain of corner-sharing triangles withantiferromagnetic Ising interactions along its bonds. Classically, this systemis highly frustrated with an extensive entropy at T = 0 and exponentiallydecaying spin correlations. We show that the introduction of a quantumdynmamics via a transverse magnetic field removes the entropy and opens a gap,but leaves the ground state disordered at all values of the transverse field,thereby providing an analog of the "disorder by disorder" scenario firstproposed by Anderson and Fazekas in their search for resonating valence bondstates. Our conclusion relies on exact diagonalization calculations as well ason the analysis of a 14th order series expansion about the large transversefield limit. This test suggests that the series method could be used to searchfor other instances of quantum disordered states in frustrated transverse fieldmagnets in higher dimensions.Comment: 8 pages, RevTex, 7 Figure

Disorder from disorder in a strongly frustrated transverse-field Ising chain