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1.
An introduction to independence for analysts/ H. G. Dales, W. H. Woodin. by
  • Dales, H. G. (Harold G.), 1944-
  • Woodin, W. H. (W. Hugh)
Series: London Mathematical Society lecture note series ; 115
Publication details: Cambridge, UK: New York: Cambridge University Press, 1987
Availability: Items available for loan: Castorina (1)Call number: 511.322 D141i 1987 IMPA.

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2.
Geometric set theory/ Paul B. Larson, Jindrich Zapletal. by
  • Larson, Paul B., (Paul Bradley), 1970-
  • Zapletal, Jindrich, 1969
Series: Mathematical surveys and monographs ; no. 248.
Publisher: Providence, Rhode Island: American Mathematical Society, [2020]
Availability: Items available for loan: Castorina (1)Call number: 516 L334g 2020 IMPA.

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3.
Traffic distributions and independence: permutation invariant random matrices and the three notions of independence/ Camille Male. by
  • Male, Camille, 1984
Series: Memoirs of the American Mathematical Society ; no. 1300.
Publisher: Providence, RI: American Mathematical Society, [2021]
Availability: Items available for loan: Castorina (1).

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4.
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Simplified independence proofs; Boolean valued models of set theory/ [by] J. Barkley Rosser. by
  • Rosser, J. Barkley (John Barkley), 1907-
Series: Pure and applied mathematics (Academic Press) ; 31.
Publication details: New York: Academic Press, 1969
Availability: Items available for loan: Castorina (1)Call number: 511.3 R828s 1969 IMPA.

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