Advanced methods of uncertainty modeling for decision problems and their applications View Homepage


Ontology type: schema:MonetaryGrant     


Grant Info

YEARS

2015-2019

FUNDING AMOUNT

229880.0 EUR

ABSTRACT

Project is focused on uncertainty modeling by means of copulas, monotone measures, integrals and on detailed study of aggregation on lattices. Our main aims are introduction and deep investigation of new types of integrals based on several generalizations of monotone measures, and proposal of new construction methods for probabilistic and utility copulas. In aggregation on lattices we aim to focus mainly on logical connectives for lattice-valued logics. Our theoretical results will be exploited when fitting real data models by means of non-linear times series and in multicriteria decision support, including applications in finance, hydrology and image processing. More... »

URL

https://www.skcris.sk/portal/register-projects?p_p_id=projectSearchResult_WAR_cvtiappweb&p_p_lifecycle=1&p_p_state=normal&p_p_mode=view&p_p_col_id=column-3&p_p_col_pos=2&p_p_col_count=3&_projectSearchResult_WAR_cvtiappweb_javax.portlet.action=projectgodetail&lang=en_GB&guid=cfProj_14821

Related SciGraph Publications

  • 2019-06-18. The key role of convexity in some copula constructions in EUROPEAN JOURNAL OF MATHEMATICS
  • 2018-11-01. On the generalized k-order additivity for absolutely monotone set functions in SOFT COMPUTING
  • 2018-07-07. On generation of aggregation functions on infinite lattices in SOFT COMPUTING
  • 2017-12-23. Effect Algebras as Presheaves on Finite Boolean Algebras in ORDER
  • 2017-12-02. Event-based transformations of capacities and invariantness in SOFT COMPUTING
  • 2017-03-29. Extremal symmetrization of aggregation functions in ANNALS OF OPERATIONS RESEARCH
  • 2017-02-23. On Monoids in the Category of Sets and Relations in INTERNATIONAL JOURNAL OF THEORETICAL PHYSICS
  • 2016-09-01. Generalized expectation with general kernels on g-semirings and its applications in REVISTA DE LA REAL ACADEMIA DE CIENCIAS EXACTAS, FÍSICAS Y NATURALES. SERIE A. MATEMÁTICAS
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