Vladimir Andrunachievici Institute of Mathematics and Computer Science

Research domains

• Theoretical foundations of computer science (formal models of computation, grammars and formal languages, computational algebra);
• Natural language processing;
• Modeling and simulation systems;
• Software development technology (methods, advanced design environments for programming systems development, methodologies and integrated technologies for software development, unstructured data processing systems).

Research domains

• Algebra (theory of radicals, structural problems in algebraic systems near to rings, modules and algebras);
• Quasigroups and combinatorial analysis (general theory of quasigroups and algebraic operations, combinatorial problems in quasigroups and applications in coding theory and cryptology);
• Mathematical logic (algorithmic problems of functional expressibility as well as its generalizations in non-classical logics);
• Topological algebra;
• Geometry of discrete groups.

Research domains

• Mathematical modeling;
• Numerical methods;
• Probability theory;
• Game theory and optimal control;
• Modeling of economic processes.

Research domains

Theoretical and applied research in information systems domain (Theoretical research: new algorithms and technologies for knowledge acquisition, formalization and management; processing of ultrasound images. Applied research: decision support systems, intelligent e-learning and e-training systems, Web content management systems). Information society creation.

Research domains

• Qualitative theory of differential equations and theory of algebraic invariants;
• Application of group analysis and Lie algebras for studying of differential equations;
• Functional analysis and complex normal functions.