Extremal problems of approximation theory in fuzzy context. - Svetlana V. Asmuss; Alexander P. Sostak (Fuzzy Sets Syst., 1999)

On central algorithms of approximation under fuzzy information. - Svetlana V. Asmuss; Alexander P. Sostak (Fuzzy Sets Syst., 2005)

A Construction of a Fuzzy Valued Measure Based on Minimum t-norm. - Vechislav Ruzha; Svetlana V. Asmuss (EUSFLAT Conf. (2), 2007)

A construction of an L-fuzzy valued measure of L-fuzzy sets. - Vechislav Ruzha; Svetlana V. Asmuss (IFSA/EUSFLAT Conf., 2009)

L-fuzzy valued measure and integral. - Vecislavs Ruza; Svetlana V. Asmuss (EUSFLAT Conf., 2011)

On spline methods of approximation under L-fuzzy information. - Svetlana V. Asmuss; Alexander P. Sostak (FUZZ-IEEE, 2011)

On another approach to the definition of an L-fuzzy valued integral. - Vecislavs Ruza; Svetlana V. Asmuss (FUZZ-IEEE, 2011)

An Analysis of Bilevel Linear Programming Solving Parameters Based on Factoraggregation Approach. - Pavels Orlovs; Olga Montvida; Svetlana V. Asmuss (AGOP, 2013)

A choice of bilevel linear programming solving parameters: factoraggregation approach. - Pavels Orlovs; Olga Montvida; Svetlana V. Asmuss (EUSFLAT Conf., 2013)

Upper and lower generalized factoraggregations based on fuzzy equivalence relation. - Pavels Orlovs; Svetlana V. Asmuss (FUZZ-IEEE, 2014)

On Extensional Fuzzy Sets Generated by Factoraggregation. - Pavels Orlovs; Svetlana V. Asmuss (IPMU (3), 2014)

On some properties of general aggregation operators based on a fuzzy equivalence relation. - Pavels Orlovs; Svetlana V. Asmuss (IFSA-EUSFLAT, 2015)

Upper and lower approximations of general aggregation operators based on fuzzy rough sets. - Svetlana V. Asmuss; Pavels Orlovs (FSKD, 2015)

Approximation properties of higher degree F-transforms based on B-splines. - Martins Kokainis; Svetlana V. Asmuss (FUZZ-IEEE, 2015)

Higher Degree F-transforms Based on B-splines of Two Variables. - Martins Kokainis; Svetlana V. Asmuss (IPMU (1), 2016)

General aggregation operators based on a fuzzy equivalence relation in the context of approximate systems. - Pavels Orlovs; Svetlana V. Asmuss (Fuzzy Sets Syst., 2016)

Aggregation of Risk Level Assessments Based on Fuzzy Equivalence Relation. - Pavels Orlovs; Svetlana V. Asmuss (EUSFLAT/IWIFSGN (3), 2017)

Approximation by multivariate higher degree F-transform based on B-splines. - Martins Kokainis; Svetlana V. Asmuss (Soft Comput., 2017)

Continuous and discrete higher-degree F-transforms based on B-splines. - Martins Kokainis; Svetlana V. Asmuss (Soft Comput., 2017)

Modified F-transform Based on B-splines. - Martins Kokainis; Svetlana V. Asmuss (IPMU (2), 2018)

Collocation Method for Linear BVPs via B-spline Based Fuzzy Transform. - Martins Kokainis; Svetlana V. Asmuss (IPMU (2), 2018)

Modified multivariate F-transform based on B-splines. - Martins Kokainis; Svetlana V. Asmuss (EUSFLAT Conf., 2019)

Optimal Control Under Fuzzy Conditions for Dynamical Systems Associated with the Second Order Linear Differential Equations. - Svetlana V. Asmuss; Natalja Budkina (IPMU (3), 2020)

Locally Modified Multivariate Fm-Transform: Theoretical Background and Possible Applications. - Martins Kokainis; Svetlana V. Asmuss (EUSFLAT (1), 2025)