A. Lotov

发表

Interactive Decision Maps: Approximation and Visualization of Pareto Frontier

Alexander V. Lotov, Vladimir A. Bushenkov, G. K. Kamenev, 2004 .

An estimate of solution setperturabations for a system of linear inequalities

A. Lotov, 1995 .

Experience of model integration and Pareto frontier visualization in the search for preferable water quality strategies

Alexander V. Lotov, Vladimir A. Bushenkov, Roman V. Efremov, 2005, Environ. Model. Softw..

Approximation and visualization of the Pareto frontier for nonconvex multicriteria problems

G. K. Kamenev, V. E. Berezkin, A. Lotov, 2002 .

Pareto frontier visualization in multi-criteria search for efficient therapy strategies: HIV infection example

A. S. Bratus, A. Lotov, N. S. Gorbun, 2012 .

Guaranteed-accuracy approximation of reachable sets for a linear dynamic system subject to impulse actions

N. B. Brusnikina, A. Lotov, 2007 .

Decomposition methods for polyhedral approximation of the Edgeworth–Pareto hull

A. Lotov, 2015 .

Study of hybrid methods for approximating the Edgeworth-Pareto hull in nonlinear multicriteria optimization problems

V. E. Berezkin, A. Lotov, E. Lotova, 2014 .

Nonadaptive methods for polyhedral approximation of the Edgeworth—Pareto hull using suboptimal coverings on the direction sphere

A. Lotov, T. S. Maiskaya, 2012 .

Multicriteria optimization of convex dynamical systems

A. Lotov, 2009 .

Support for Making Strategic Decisions on the Water Supply of the Lower Volga River Based on the Pareto Frontier Visualization

A. Lotov, A. Buber, M. Bolgov, 2018, Scientific and Technical Information Processing.

A framework for participatory decision support using Pareto frontier visualization, goal identification and arbitration

Alexander V. Lotov, David Ríos Insua, Roman V. Efremov, 2009, Eur. J. Oper. Res..

Visualization of Pareto Frontier in Environmental Decision Making

A. V. Lotov, A. V. Lotov, A. Lotov, 2007 .

Optimal control of cooling process in continuous casting of steel using a visualization-based multi-criteria approach

Kaisa Miettinen, G. K. Kamenev, Alexander V. Lotov, 2005 .

Computer-Based Support for Planning and Negotiation on Environmental Rehabilitation of Water Resource Systems

Alexander V. Lotov, A. Lotov, 1998 .

Internet, GIS and Interactive Decision Maps

Alexander V. Lotov, Vladimir A. Bushenkov, A. Lotov, 1997 .

Visualization-based multi-objective improvement of environmental decision-making using linearization of response surfaces

Andrea Castelletti, Rodolfo Soncini-Sessa, A. V. Lotov, 2010, Environ. Model. Softw..

Integration of Two Multiobjective Optimization Methods for Nonlinear Problems

Kaisa Miettinen, Alexander V. Lotov, G. K. Kamenev, 2003, Optim. Methods Softw..

Simple Efficient Hybridization of Classic Global Optimization and Genetic Algorithms for Multiobjective Optimization

A. I. Ryabikov, A. Lotov, 2019, Computational Mathematics and Mathematical Physics.

Visualizing the Pareto Frontier

Kaisa Miettinen, Alexander V. Lotov, K. Miettinen, 2008, Multiobjective Optimization.

A Multi-Criteria Decision-Making Procedure with an Inherited Set of Starting Points of Local Optimization of the Scalarizing Functions

A. L. Buber, A. V. Lotov, A. I. Riabikov, 2019, Scientific and Technical Information Processing.

Visualization-based Selection-aimed Data Mining with Fuzzy Data

Alexander V. Lotov, A. Lotov, 2006, Int. J. Inf. Technol. Decis. Mak..

Approximation and Visualization of Pareto Frontier in the Framework of Classical Approach to Multi-Objective Optimization

Alexander V. Lotov, A. Lotov, 2005, Practical Approaches to Multi-Objective Optimization.

Visualization-Based Data Mining Tool and Its Web Application

Alexander V. Lotov, Alexander A. Kistanov, Alexander D. Zaitsev, 2004, CASDMKM.

Multiple objective analysis of long-term development strategies for a national economy

Alexander V. Lotov, O. Chernykh, Olavi Hellman, 1992 .

Generalized Reachable Sets Method in Multiple Criteria Problems

Alexander V. Lotov, A. Lotov, 1989 .

Reachable Sets Approach to Multiobjective Problems and its Possible Applications to Water Resources Management in the Skane Region

A. V. Lotov, A. Lotov, 1981 .

Human Behavior in a Multi-Criteria Choice Problem with Individual Tasks of Different Difficulties

Kaisa Miettinen, Alexander V. Lotov, Oleg I. Larichev, 2003, Int. J. Inf. Technol. Decis. Mak..

Bi-Level Participatory Forest Management Planning Supported by Pareto Frontier Visualization

Vladimir A. Bushenkov, José G. Borges, Susete Marques, 2020, Forest Science.

Interactive Decision Maps

Alexander V. Lotov, Vladimir A. Bushenkov, G. K. Kamenev, 2013 .

Decomposition of the problem of approximating the Edgeworth–Pareto hull

Alexander V. Lotov, A. Lotov, 2015 .

Extended Launch Pad Method for the Pareto Frontier Approximation in Multiextremal Multiobjective Optimization Problems

A. I. Ryabikov, A. Lotov, 2021, Computational Mathematics and Mathematical Physics.

Launch Pad Method in Multiextremal Multiobjective Optimization Problems

A. I. Ryabikov, A. Lotov, 2019, Computational Mathematics and Mathematical Physics.

Multiobjective optimization and marginal pollution abatement cost in the electricity sector - An Israeli case study

Alexander V. Lotov, David Soloveitchik, Nissim Ben-Aderet, 2002, Eur. J. Oper. Res..

Building Pareto Frontiers for Ecosystem Services Tradeoff Analysis in Forest Management Planning Integer Programs

A. Lotov, V. Bushenkov, Susete Marques, 2021, Forests.

Yury G. Evtushenko – a tribute

Andreas Griewank, Alexander V. Lotov, Oleg P. Burdakov, 2005, Optim. Methods Softw..

Iterative method for constructing coverings of the multidimensional unit sphere

G. K. Kamenev, A. Lotov, T. Mayskaya, 2013 .

Construction of suboptimal coverings of the multidimensional unit sphere

G. K. Kamenev, A. Lotov, T. Mayskaya, 2012 .

Comparison of two Pareto frontier approximations

Alexander V. Lotov, V. E. Berezkin, A. Lotov, 2014, Computational Mathematics and Mathematical Physics.

Approximation of Multi-Dimensional Edgeworth-Pareto Hull in Non-linear Multi-Objective Problems

Alexander V. Lotov, A. I. Ryabikov, Andrey I. Ryabikov, 2019, Lecture Notes in Computational Science and Engineering.

Iterative method for constructing coverings of the multidimensional unit sphere

G. K. Kamenev, A. Lotov, T. Mayskaya, 2013, Computational Mathematics and Mathematical Physics.

Hybrid adaptive methods for approximating a nonconvex multidimensional Pareto frontier

Alexander V. Lotov, G. K. Kamenev, V. E. Berezkin, 2006 .

Decision and negotiation support for transboundary air pollution control between Finland, Russia and Estonia

Alexander V. Lotov, Vladimir A. Bushenkov, Veijo Kaitala, 1994 .

Multi-criteria Remote Asynchronous Group Decision Screening: An Experimental Study

Alexander V. Lotov, Roman Efremov, A. Lotov, 2012, Group Decision and Negotiation.

Multicriteria DSS for River Water–Quality Planning

Alexander V. Lotov, Vladimir A. Bushenkov, O. L. Chernykh, 1997 .

Comment on D.J. White, "A characterization of the feasible set of objective function vectors in linear multiple objective problems" : European Journal of Operational Research 52 (1991) 361-366

Alexander V. Lotov, A. Lotov, 1996 .

Water Resource Conflict Resolution Based on Interactive Tradeoffs Display

Alexander V. Lotov, Vladimir A. Bushenkov, G. K. Kamenev, 1998 .

On the concept of generalized sets of accessibility and their construction for linear controlled systems

Alexander V. Lotov, A. Lotov, 1980 .

Methods and algorithms for analyzing linear systems, by constructing generalized sets of attainability

Alexander V. Lotov, Vladimir A. Bushenkov, A. Lotov, 1980 .

Convergence of methods of numerical approximation of the sets of attainability for linear differential systems with convex phase constraints

A. Lotov, 1979 .

An algorithm for analyzing the independence of inequalities in a linear system

A. Lotov, V. Bushenkov, 1980 .

A numerical method for constructing sets of attainability for linear controlled systems with phase constraints

Alexander V. Lotov, A. Lotov, 1975 .

A numerical method of studying the optimal-time continuity in linear systems and the solution of the Cauchy problem for Bellman's equation

A. Lotov, 1973 .

Numerical method of constructing attainability sets for a linear control system

A. V. Lotov, A. Lotov, 1972 .

The modified method of refined bounds for polyhedral approximation of convex polytopes

Alexander V. Lotov, A. I. Pospelov, A. Lotov, 2008 .

Planning with Uncertain Feasible Decision Sets Supported by Pareto Frontier Visualization

Alexander V. Lotov, Roman Efremov, A. Lotov, 2011 .

Environmental Application of the Feasible Goals Method: Screening of Water Quality Improvement Strategies

Alexander V. Lotov, Vladimir A. Bushenkov, L. Bourmistrova, 2001 .

Interactive Decision Maps, with an Example Illustrating Ocean Waste Management Decisions

Jyrki Wallenius, Alexander V. Lotov, Vladimir A. Bushenkov, 1998 .

Multiobjective Analysis of Forestry Management Models using the Generalized Reachable set Method

A. V. Lotov, H. M. Stolyarova, A. Lotov, 1984 .