Carnap R. (1950) Logical foundations of probability. University of Chicago Press, Routledge & Kegan Paul Ltd., Chicago
Carnap R. (1980) A basic system of inductive logic. In: Jeffrey R. C. (eds) Studies in inductive logic and probability, vol. II. University of California Press, California, pp 7–155
de Finetti B. (1974) Theory of probability, vol. 1. Wiley, New York
Gaifman H. (1964) Concerning measures on first order calculi. Israel Journal of Mathematics 2: 1–18
Gaifman H. (1971) Applications of de Finetti’s theorem to inductive logic. In: Carnap R., Jeffrey R. C. (eds) Studies in inductive logic and probability, vol. I. University of California Press, Berkeley, pp 235–251
Johnson W. E. (1932) Probability: The deductive and inductive problems. Mind 49: 409–423
Landes J., Paris J. B., Vencovská A. (2008) Some aspects of polyadic inductive logic. Studia Logica 90: 3–16
Landes, J., Paris, J. B. & Vencovská, A. (2011). A survey of some recent results on spectrum exchangeability in polyadic inductive logic. Knowledge, Rationality and Action (to appear).
Landes, J., Paris, J. B. & Vencovská, A. (2011). Representation theorems for probability functions satisfying spectrum exchangeability in inductive logic. International Journal of Approximate Reasoning (to appear).
Nix C. J., Paris J. B. (2007) A note on binary inductive logic. Journal of Philosophical Logic 36(6): 735–771
Paris, J. B. & Vencovská, A. (2011). Symmetry’s end? Erkenntnis (to appear).