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[41] Markechová D.: Entropy of complete fuzzy partitions. Mathematica Slovaca 43, 1993, 1 -
10.
[42] Markechová D.: A note on the Kolmogorov - Sinaj entropy of fuzzy dynamical systems.
Fuzzy Sets and Systems 64, 1994, 87 - 90.
[43] Mesiar R., Komorníková M.: Probability measures on interval-valued fuzzy events. Acta
Univ. M. Belii,Math. 19(2011),5-10.
[44] Michalíková A.: Outer measure on IF-sets. First International Workshop on Intuitionistic
Fuzzy Sets, Generalized Nets and Knowledge Engineering. Univ. Westminster London,
6 - 7 September 2006, 39 - 44.
[45] Michalíková A.: A measure extension theorem in l-groups. Proc. IPMU'08 Torremoklinos
Malaga, Spain, 22 - 27 June 2008, 1666 - 1670.
[46] Michalíková A.: The differential calculus on IF sets. FUZZ-IEEE 2009 Korea 2009, 1393 -
1395.
[47] Montagna, F.: An algebraic approach to propositional fuzzy logic. J. Logic Lang. Inf. (D.
Mundici et al. eds.), Special issue on Logics of Uncertainty 9, 2000, 91 - 124.
[48] Mundici D.: Interpretation of AFC
algebras in Lukasiewicz sentential calculus. J. Funct.
Anal. 56 (1986), 889 - 894.
[49] Mundici D.: Advanced Lukasiewicz calculus and MV-algebras. Springer,Dordrecht 2011.
[50] Potocký R.: On random variables having values in a vector lattice. Math.Slovaca 27, 1977,
267 - 276.
[51] Potocký R.: On the expected value of vector lattice - valued random variables. Math.
Slovaca 36, 1986, 401 - 405.
[52] Rencová, M.: A generalization of probability theory on MV-algebras to IF-events. Fuzzy
Sets and Systems 161, 2010, 1726 - 1739.
[53] Rencová, M.: General form of strongly additive phi-probabilities. In: Proc. IPMU'08 (L.
Magdalena et al. eds.) Torremolinos (Malaga), Spainm 2008, 1671 - 1674.
[54] Rencová M.: State - preserving mappings on IF-events. Developments in Fuzzy Sets,
Intuitionistic Fuzzy Sets, Generalized Nets and related Topics, Vol.I, EXIT Warsaw 2008,
313 - 318.
[55] Rencová M., Riecan B.:Probability on IF-sets:
an elementary approach. In:
First Int.
Workshop on IFS, Generalized Nets and Knowledge Engineering, 2006,8-17.
[56] Riecan, B.: On the product MV-algebras. Tatra Mt. Math. Publ. 16, 1999, 143 - 149.
[57] Riecan B.: A descriptive definition of the probability on intuitionistic fuzzy sets. In:
EUSFLAT '2003 ( M. Wagenecht, R. Hampet eds.) 2003, 263 -266.
[58] Riecan B. : Representation of probabilities on IFS events. In: Soft Methodology and
Random Information Systems, (Lopez-Diaz et al. eds)., 2004, 243 - 248.
[59] Riecan B. :Kolmogorov - Sinaj entropy on MV-algebras. Int. J. Theor. Physics, 44, 2005,
1041 - 1052.
[60] Riecan B. : On the probability on IF-sets and MV-algebras. Notes on IFS, 11, 2005, 21 - 25.
[61] Riecan B. : On a problem of Radko Mesiar: general form of IF-probabilities. Fuzzy Sets
and Systems, 152, 2006, 1485 - 1490.
[62] Riecan B.: On the probability and random variables on IF events. In: Applied Artificial
Intelligence, Proc. 7th FLINS Conf. Genova ( D. Ruan et al. eds.), 2006, 138 - 145.
[63] Riecan B.: Probability theory on intuitionistic fuzzy events. In: Algebraic and Proof
theoretic Aspects of Non-classical Logic (S. Aguzzoli et. al., eds.) Papers in honour of
Daniele Mundici's 60th birthday. Lecture Notes in Computer Science, Springer, Berlin
2007, 290 - 308.
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