Browsing Konferencijų pranešimų santraukos / Conference and Meeting Abstracts by Study direction "A02 - Taikomoji matematika / Applied mathematics"
Dabar rodomi įrašai 1-6 iš 6
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1D convolutional neural networks for solution of the biosensor inverse problem
(Mathematical Modelling and Analysis [MMA2023] : 26th international conference, May 29–June 2, 2023, Jurmala, Latvia : abstracts, 2023) -
A comparison of two templates for three level discrete schemes
(29th Biennial Conference on Numerical Analysis 27 – 30 June, 2023, 2023)In this talk we consider two templates for construction and analysis of three level discrete schemes. -
Efficient numerical algorithms for partially dimension reduced nonlocal heat conduction problems
(Mathematical Modelling and Analysis [MMA2023] : 26th international conference, May 29–June 2, 2023, Jurmala, Latvia : abstracts, 2023)We construct and investigate efficient parallel finite volume schemes for solution of partially dimension reduced nonlocal heat conduction problems. -
On stability, convergence and scalability analysis of parallel algorithms for solution of parabolic problems with fractional power elliptic operators
(2nd International Workshop on Numerical Solution of Fractional Differential Equations and Applications (NSFDE&A’22), June 5-10, 2022, Sozopol, Bulgaria : proceedings of short communications, 2022) -
One-year treatment non-persistence rates in hypertensive patients in Lithuania
(Research in social and administrative pharmacy: Conference Abstracts: Next Chapter in Patient Care 2021: patient-centered approach and digital innovation inhealthcare (NCPC 2021) 7-9 April 2022, Parnu, Estonia, 2022) -
Parallel 3D ADI scheme for hybrid dimension model of heat conduction problem
(Mathematical Modelling and Analysis [MMA2022] : 25th international conference, May 30 - June 2, 2022, Druskininkai, Lithuania : abstracts, 2022)The model describes the heat equation in 3D domains, and this problem is reduced to a hybrid dimension problem, keeping the initial dimension only in some parts and reducing it to one-dimensional equation within the domains ...