Complementation and Embeddings of c0(I) in Banach Spaces

By Spiros A. Argyros, Jesús F. Castillo, A. S. Granero, M. Jiménez, J. Moreno. 2002

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Separably Injective Banach Spaces (2011, methodology): “This includes variations of the previous construction using the Sierpinski–Tarski [41] generalization of the construction of almostdisjoint families; the Ciesielski–Pol space (see [29]); the WCG nontrivial twisted sums of c0(Γ ) obtained independently by Argyros, Castillo, Granero, Jimenez and Moren”
The non-linear geometry of Banach spaces after Nigel Kalton (2012, unknown): “On the other hand, it follows from [10] and [65] that the answer is negative if c > אω0 (see also [6] for a related result on the failure of a non-separable Sobczyk theorem at the density אω0).”