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Liudmyla L. Hart

Observed names: Hart L, L Hart, L. L. Hart, L.L. Hart, Liudmyla Hart, Lyudmila L. Hart, Людмила Гарт
ORCID: 0000-0003-2617-7851
Observed ORCID: 0000-0003-2617-7851
OpenAlex ID: A5008795679
Solving a Two-stage Continuous-discrete Problem of Optimal Partitioning-Allocation with Subsets Centers Placement
2020 · Elena Kiseleva, Olha Prytomanova, et al. · Open Computer Science · 23
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Generalized Models of Logistics Problems and Approaches to Their Solution Based on the Synthesis of the Theory of Optimal Partitioning and Neuro-Fuzzy Technologies
2023 · Anatolii Bulat, Elena Kiseleva, et al. · Studies in computational intelligence · 9
On a Problem of Numerical Simulating the Derivative of Discrete Time Series with Approximate Values
2015 · Elena M. Kiseleva, Lyudmila L. Hart, et al. · Journal of Automation and Information Sciences · 9
An Algorithm to Construct Generalized Voronoi Diagrams with Fuzzy Parameters Based on the Theory of Optimal Partitioning and Neuro-Fuzzy Technologies.
2019 · Elena M. Kiseleva, Liudmyla Hart, et al. · 7
Calculating the Optimum Two-Link Robot Arm with Respect to Movement Time
2001 · L. L. Hart · Journal of Mathematical Sciences · 7
Application of optimal set partitioning theory to solving problems of artificial intelligence and pattern recognition
2021 · Elena Kiseleva, Olga Prytomanova, et al. · System research and information technologies · 5
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Construction of a generalized Voronoi diagram with optimal placement of generator points based on the theory of optimal set partitioning
2020 · E.M. Kiseleva, L.L. Hart, et al. · Matematychni Studii · 5
Projection-iteration Realization on the Newton-Kantorovich Method for Solving Nonlinear Integral Equations
2012 · L.L. Hart, N.V. Polyakov · Journal of Automation and Information Sciences · 5
On the Dynamic Problem of Optimal Set Partitioning With Fixed Centers
2025 · S Yakovlev, E Kiseleva, et al. · Modern problems of modeling · 3
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Projection-iteration Realization of a Newton-like Method for Solving Nonlinear Operator Equations
2019 · Liudmyla L. Hart · Journal of Optimization Differential Equations and their Applications · 3
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Application of the Theory of Optimal Set Partitioning for Constructing Fuzzy Voronoi Diagrams
2022 · Elena Kiseleva, Olga Prytomanova, et al. · Studies in computational intelligence · 1
Combined Approach to Solving the Neumann Problem for a Parametric Quasilinear Elliptic Equation
2022 · Liudmyla Hart · Lecture notes in networks and systems · 1
Numerical algorithms for solving an elliptic optimal control problem with a power-law nonlinearity
2021 · Hart L, Yatsechko N · Artificial Intelligence · 1
Projection-iteration implementation of explicit variation type methods of solving ill-posed operator equations
2017 · Liudmyla L. Hart · System research and information technologies · 1
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Про модифікацію прямих методів розв’язання задач оптимального керування стаціонарними тепловими процесами
2025 · Людмила Гарт, Анна Бугаєнко · Challenges and Issues of Modern Science
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On the implementation of algorithms for solving the simplest dynamic problem of optimal set partitioning
2025 · E.M. Kiseleva, L.L. Hart, et al. · Problems of applied mathematics and mathematic modeling
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Application of mathematical methods of artificial intelligence to solve problems of optimal set partitioning
2024 · E.M. Kiseleva, O.M. Prytomanova, et al. · Problems of applied mathematics and mathematic modeling
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Застосування Методів Проєкційно-ітераційного Типу До Розв’язання Інтегрального Рівняння Фредгольма Другого Роду
2023 · E.M. Kiseleva, L.L. Hart · Problems of applied mathematics and mathematic modeling
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Algorithm for Constructing Voronoi Diagrams with Optimal Placement of Generator Points Based on Theory of Optimal Set Partitioning
2020 · Elena M. Kiseleva, Lyudmila L. Hart, et al. · Journal of Automation and Information Sciences
On the Computational Aspects of Implementing Difference Diagrams for Solving a Dirichlet Problem for an Elliptic Mixed Derivation Equation
2019 · L. L. Hart, N. A. Lobantseva · Problems of applied mathematics and mathematic modeling
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Comparative analysis of algorithms for solving the second-order Fredholm integral equation in Matlab environment
2019 · L. L. Hart, M. O. Vasenyn, et al. · Problems of applied mathematics and mathematic modeling
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Works count: 21
Citation count: 80
H-index: 5
I10-index: 1
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