Comparison of incoherent operations and measures of coherence

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Quantum coherence and geometric quantum discord (2017, background): “The relevant set of it is a subset of MIO with the additional property [∆,Φ] = 0 (Chitambar and Gour, 2016a,b; Marvian and Spekkens, 2016).”
Operational one-to-one mapping between coherence and entanglement measures (2017, unknown): “Theorem 4, in particular, applies to measures based on Rényi α entropies f (p) = (log2 ∑ j p α j )/(1 − α) with 0 α 1 [30,32,59], which play a key role in catalytic entanglement and coherence transformations [70,71].”
Quantum resource theories (2018, methodology): “These operations were introduced independently in (Chitambar and Gour, 2016b) and (Marvian and Spekkens, 2016).”