All Stories

  1. Revision of the Kosiński’s Theory of Ordered Fuzzy Numbers
  2. Expected Rate of Return from Financial Portfolio – the Case of Triangular Fuzzy Present Value
  3. Two-Asset Portfolio with Triangular Fuzzy Present Values—An Alternative Approach
  4. Capacity of Neural Networks and Discriminant Analysis in Classifying Potential Debtors
  5. Axiomatic definition of entropy measure
  6. O pewnych modyfikacjach teorii skierowanych liczb rozmytych
  7. Note to "Folia Oeconomica Stetinensia 16(1), (2016), 93-112"
  8. Black-Litterman Model with Intuitionistic Fuzzy Posterior Return
  9. Behavioural Present Value Defined as Fuzzy Number – a New Approach
  10. Discounting Under Impact of Risk Aversion
  11. System Dynamics and Mathematical Method Application for the Strategic Foresight
  12. Discounting under impact of temporal risk aversion - a case of discrete time
  13. On Imprecise Investment Recommendations
  14. Intuitionistic Assessment Of Behavioural Present Value*
  15. On Return Rate Implied by Behavioural Present Value
  16. Discounting Under Impact of Temporal Risk Aversion - A Case of Discrete Time
  17. Discounting Under Impact of Temporal Risk Aversion - A Case of Continuous Time
  18. Behawioralna wartość bieżąca – nowe podejście
  19. Imprecise Return Rates on the Warsaw Stock Exchange
  20. Basis of Financial Arithmetic from the Point View of the Utility Theory
  21. Simple Return Rate at Imprecision Risk
  22. Fuzzy Probabilistic Sets as a Tool for Behavioural Finance
  23. Behavioural Present Value
  24. Intuitionistic Sets in Financial Market Analysis – A Case Study
  25. Return Rates of WIG20 Index in the Situation of Extreme Tide Turning on the Warsaw Stock Exchange
  26. On a possible generalization of the Bayes method of inference
  27. On fuzzily measurable random variables
  28. A remark on the definition of fuzzy P-measures and the Bayes formula
  29. Fuzzy sets in Poznań
  30. Note to “on the bayes formula for fuzzy probability measures”
  31. Fuzzy P-measure on the real line
  32. Fuzzy probability spaces defined by means of the fuzzy relation ‘less than’
  33. On the Bayes formula for fuzzy probability measures
  34. Probability of fuzzy events defined as denumerable additivity measure