arXiv · math/9906185
Wide gaps with short extenders
Abstract
Let kappa be the limit of (1) if each kappa_n carries an extender of the length of the first Mahlo above kappa_n, then for every ld above kappa there is a generic extension with power of kappa above ld. (2) if each kappa_n carries an extender of the length of the first fixed point of the aleph function above kappa_n of order n then for every ld between kappa and the first inaccessible above kappa there is a generic extension satisfying 2^kappa>ld.
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Moti Gitik. 1999-06-27. Wide gaps with short extenders. https://arxiv.org/abs/math/9906185
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