Source: https://victoriagitman.github.io/research
Timestamp: 2019-04-25 20:33:08+00:00

Document:
V. Gitman and T. A. Johnstone, “Indestructibility for Ramsey and Ramsey-like cardinals,” Preprint.
V. Gitman, J. D. Hamkins, and A. Karagila, “Kelley-Morse set theory does not prove the class Fodor theorem,” Submitted.
B. Cody, V. Gitman, and C. Lambie-Hanson, “A $\square(κ)$-like principle consistent with weak compactness,” Submitted.
C. Antos, S. D. Friedman, and V. Gitman, “Boolean-valued class forcing,” Submitted.
V. Gitman, J. D. Hamkins, P. Holy, P. Schlicht, and K. Williams, “The exact strength of the class forcing theorem,” Submitted.
V. Gitman and J. D. Hamkins, “A model of the generic Vopěnka principle in which the ordinals are not Mahlo,” To appear in the Archive for Mathematical Logic.
V. Gitman and R. Schindler, “Virtual large cardinals,” To appear in the Proceedings of the Logic Colloquium 2015.
E. Carmody, V. Gitman, and M. Habič, “Mitchell order for Ramsey and Ramsey-like cardinals,” To appear in Fundamenta Mathematicae.
V. Gitman and J. D. Hamkins, “Open determinacy for class games,” in Foundations of mathematics, vol. 690, Amer. Math. Soc., Providence, RI, 2017, pp. 121–143.
V. Gitman and T. A. Johnstone, “On ground model definability,” in Infinity, Computability, and Metamathematics: Festschrift in honour of the 60th birthdays of Peter Koepke and Philip Welch, London, GB: College publications, 2014.
V. Gitman and B. Cody, “Easton’s theorem for Ramsey and strongly Ramsey cardinals,” Annals of Pure and Applied Logic, vol. 166, no. 9, pp. 934–952, 2015.
A. Apter, V. Gitman, and J. D. Hamkins, “Inner models with large cardinal features usually obtained by forcing,” Archive for Mathematical Logic, vol. 51, no. 3, pp. 257–283, 2012.

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