System modelling and optimization. Proceedings of the 16th IFIP-TC7 conference, Compiègne, France, July 5-9, 1993
The articles of this volume will be reviewed individually. Indexed articles: \textit{Kall, P.}, Solution methods in stochastic programming, 3-22 [Zbl 0812.90121] \textit{Levine, William S.}, Some uses of optimization for studying the control of animal movement, 23-41 [Zbl 0812.90141] \textit{Chazelle, Bernard}, Deterministic sampling and optimization, 42-54 [Zbl 0809.65150] \textit{Kumar, V.; Grama, Ananth Y.}, Parallel search algorithms for discrete optimization problems, 55-69 [Zbl 0811.90087] \textit{Triggiani, R.}, Min-max game theory for partial differential equations with boundary/point control and disturbance. An abstract approach, 70-89 [Zbl 0813.90142] \textit{Haurie, Alain}, Stochastic differential games in economic modeling, 90-108 [Zbl 0811.90141] \textit{Malanowski, K.}, Stability and sensitivity analysis of solutions to infinite-dimensional optimization problems, 109-127 [Zbl 0810.90137] \textit{Díaz, J. I.}, Approximate controllability for some nonlinear parabolic problems, 128-143 [Zbl 0822.93010] \textit{Lemaréchal, Claude; Sagastizábal, Claudia}, An approach to variable metric bundle methods, 144-162 [Zbl 0811.90085] \textit{Klatte, Diethard}, Perturbation of stationary solutions in semi-infinite optimization, 167-176 [Zbl 0811.90105] \textit{Brännlund, Ulf}, A descent method with relaxation type step, 177-186 [Zbl 0811.90084] \textit{Cegielski, Andrzej}, Projection onto an acute cone and convex feasibility problem, 187-194 [Zbl 0816.90108] \textit{Kočvara, Michal; Outrata, Jiří}, A numerical approach to the design of masonry structures, 195-205 [Zbl 0824.49031] \textit{Lucidi, S.; Roma, M.}, Nonmonotone conjugate gradient methods for optimization, 206-214 [Zbl 0811.90100] \textit{Evtushenko, Yuri G.; Zhadan, Vitali G.}, Barrier-Newton methods in mathematical programming, 215-224 [Zbl 0811.90098] \textit{Burdakov, Oleg; Felgenhauer, Ursula}, Stable multipoint secant methods with released requirements to points position, 225-236 [Zbl 0806.65046] \textit{Faybusovich, Leonid}, Dikin's algorithm for matrix linear programming problems, 237-247 [Zbl 0811.90065] \textit{Tammer, Christiane}, A variational principle and a fixed point theorem, 248-257 [Zbl 0814.49005] \textit{Strekalovsky, Alexander}, On global search based on global optimality conditions, 261-267 [Zbl 0810.90105] \textit{Koakutsu, Seiichi; Hirata, Hironori}, Genetic simulated annealing for floorplan design, 268-277 [Zbl 0810.90108] \textit{Li, Wei; Peng, Yi-bin; Dai, Wen-hua}, Applications of simulated annealing to district heating network design and extension, to CMOS circuits sizing and to filter bank design, 278-285 [Zbl 0810.90142] \textit{Dragan, Irinel}, Gale's feasibility theorem on network flows and a bargaining set for cooperative TU games, 289-297 [Zbl 0811.90122] \textit{Zakharov, Victor V.}, One approach to allocating the damage to environment, 298-304 [Zbl 0810.90025] \textit{Funke, Birger}, Local vector optimization within a configuration process, 305-312 [Zbl 0810.90140] \textit{Evstigneev, Igor V.; Greenwood, Priscilla E.}, Stochastic extrema, splitting random elements and models of crack formation, 315-319 [Zbl 0835.60044] \textit{Gaivoronski, A. A.; Messina, E.}, Stochastic optimization algorithms for regenerative DEDS, 320-331 [Zbl 0810.90099] \textit{Frauendorfer, K.}, Stochastic dynamic optimization: Modelling and methodological aspects, 332-341 [Zbl 0810.90132] \textit{Buráň, P.; Doležal, J.}, Modelling, control and optimization of mechanical systems with open chains in robotics, 345-354 [Zbl 0825.93517] \textit{Narin'yani, A. S.; Semenov, A. L.; Babichev, A. B.; Kashevarova, T. P.; Leshchenko, A. S.}, A new approach to solving algebraic systems by means of sub-definite models, 355-364 [Zbl 0805.65050] \textit{Schuster, Stefan; Höfer, Thomas; Hilgetag, Claus; Schuster, Ronny}, Use of convex analysis for the modelling of biochemical reaction systems, 365-374 [Zbl 0812.90142] \textit{Kovanic, P.; Barack, R. A.}, Robust survival model as an optimization problem, 375-382 [Zbl 0810.90049] \textit{Pronzato, L.; Walter, E.}, Maximum-volume ellipsoids contained in bounded convex sets: Application to batch and on-line parameter bounding, 383-392 [Zbl 0825.65138] \textit{Gajda, Janusz}, Optimal identification of the flotation process, 393-401 [Zbl 0825.93051] \textit{Scharfetter, H.; Hutten, H.}, Computer model for simulating control of the water and electrolyte state in the human body, 402-411 [Zbl 0803.92015] \textit{Trajanoski, Z.; Wach, P.; Kotanko, P.; Skrabal, F.}, Subcutaneous insulin absorption model for parameter estimation from time- course of plasma insulin, 412-421 [Zbl 0803.92017] \textit{Hoffmann, Armin}, Duality and optimality conditions for infinite dimensional optimization problems, 425-436 [Zbl 0810.49028] \textit{Maurer, Helmut; Pesch, Hans Josef}, Solution differentiability for parametric nonlinear control problems with inequality constraints, 437-446 [Zbl 0812.49029] \textit{Samborski, Sergei N.}, Spectral idempotent analysis and estimates of the Bellman function, 447-455 [Zbl 0874.49023] \textit{Maslov, Victor P.; Samborski, Sergei N.}, Boundary value problems for stationary Hamilton-Jacobi and Bellman equations, 456-465 [Zbl 0820.49014] \textit{Kabziński, Jacek}, Optimal, piecewise constant control with bounded number of discontinuities, 466-474 [Zbl 0809.49001] \textit{Starkov, Konstantin E.}, Observers for polynomial vector fields of odd degree, 475-478 [Zbl 0820.93011] \textit{Warchoł, Michał; Malinowski, Krzysztof}, Algorithm for solution of optimization problems under multiple scenarios of uncontrolled inputs, 479-490 [Zbl 0808.49031] \textit{Chudej, Kurt}, Optimization of the stage separation and the flight path of a future launch vehicle, 491-500 [Zbl 0825.93576] \textit{Kora, R.; Lesueur, P.; Villon, P.}, A real-time optimal control algorithm for water treatment plants, 501-510 [Zbl 0826.90080] \textit{Petrosjan, Leon A.}, Strongly time consistent optimality principles for the game with discount payoffs, 513-520 [Zbl 0812.90147] \textit{Slobodinskaia, T. V.}, The detection probabilities in simultaneous pursuit games, 521-526 [Zbl 0819.90145] \textit{Radjef, M. S.}, The \(\alpha\)-core of the positional differential cooperative game, 527-537 [Zbl 0828.90146] \textit{Ye, J. J.}, Generalized Bellman-Hamilton-Jacobi equations for piecewise deterministic Markov processes, 541-550 [Zbl 0812.90140] \textit{Jeanblanc-Picqué, Monique}, An application of impulse control method to target zone problem, 551-559 [Zbl 0812.90007] \textit{Rempała, R.}, Optimal strategy in a trading problem with stochastic prices, 560-566 [Zbl 0811.90017] \textit{Cividini, Andrea; Siviero, Stefano}, Evaluating welfare losses due to the use of approximated stochastic optimal control algorithms: An application to the Banca d'Italia quarterly model, 567-576 [Zbl 0816.90028] \textit{El Badia, Abdellatif}, Unique continuation Mizohata theorem and inverse problems for heat equations, 579-589 [Zbl 0822.35146] \textit{Ainseba, B. E.; Kernevez, J. P.; Luce, R.}, Identification of parameters in nonlinear problems with missing data. Application to the identification of pollutions in a river, 590-599 [Zbl 0816.93063] \textit{Carotenuto, L.; Famularo, D.; Raiconi, G.}, Boundary condition identification from noisy pointwise measurements for elliptic distributed parameter systems, 600-611 [Zbl 0821.93040] \textit{Bénard, C.; Guerrier, B.; Liu, H. G.; Wang, X.}, Inverse 2D phase change problem, 612-623 [Zbl 0824.93045] \textit{Bergounioux, Maïtine}, A Lagrangian algorithm for state constrained boundary control problems, 624-633 [Zbl 0812.49005] \textit{Rogowski, Andrzej}, Duality for nonconvex optimal control problems governed by parabolic, periodical systems in complex Hilbert spaces. Necessary and sufficient optimality conditions, 634-641 [Zbl 0817.49024] \textit{Niane, Mary Teuw; Seck, Ousmane}, Exact controllability of the wave equation in a polygonal domain with cracks by acting on a neighbourhood of the boundary, 642-651 [Zbl 0824.93031] \textit{Casas, Eduardo; Fernández, Luis Alberto; Yong, Jiongmin}, Optimal control problems of quasilinear parabolic equations, 652-659 [Zbl 0809.49020] \textit{Montseny, G.; Benchimol, P.; Plantie, L.}, Characterization of controllability via a regular function: Example of the vibrating string, 660-669 [Zbl 0815.93011] \textit{Männikkö, Timo; Bodart, Olivier; Kernévez, Jean-Pierre}, Numerical methods to compute sentinels for parabolic systems with an application to source terms identification, 670-679 [Zbl 0815.93042] \textit{Styczeń, Krystyn; Nitka-Styczeń, Krystyna}, Optimal periodic control for distributed-parameter systems via reduced gradient methods, 680-689 [Zbl 0823.93028] \textit{Cherruault, Yves}, Adomian's method applied to identification and optimal control problems, 690-697 [Zbl 0826.93020] \textit{Rao, Bopeng}, A remark on stabilization of the SCOLE model with an a priori bounded boundary control, 698-705 [Zbl 0810.93041] \textit{Horn, Mary Ann}, Nonlinear boundary stabilization of a von Kármán plate via bending moments only, 706-715 [Zbl 0819.93060] \textit{Mottelet, Stéphane; Joly Blanchard, Ghislaine; Yvon, Jean-Pierre}, Design of a feedback controller for wave generators in a canal using \(H_ \infty\) methods, 716-726 [Zbl 0825.93577] \textit{Myslinski, Andrzej}, Shape optimization of nonlinear contact problems with prescribed friction, 727-736 [Zbl 0808.49034] \textit{Lahdelma, Risto; Ruuth, Sampo}, A modified Benders' decomposition technique for solving large scale unit commitment problems, 739-745 [Zbl 0811.90079] \textit{Spengler, Th.; Nicolai, M.; Rentz, O.; Ruch, M.}, Development of a mixed integer programming model for the optimal recycling of demolition waste, 746-755 [Zbl 0811.90113] \textit{Kolokolov, Alexander A.}, The the \(L\)-structure of integer linear programming problems, 756-760 [Zbl 0811.90074] \textit{Yang, Jian-Bo; Sen, Pratyush}, An artificial neural network approach for nonlinear optimization with discrete design variables, 761-770 [Zbl 0811.90078] \textit{Skulimowski, Andrzej M. J.}, Optimizing the structure of a partitioned population, 771-782 [Zbl 0822.90090] \textit{Bianco, L.; Dell'Olmo, P.}, The minimization of resource costs in scheduling independent tasks with fixed completion time, 785-794 [Zbl 0811.90044] \textit{Finel, Brigitte; Portmann, Marie-Claude}, A stochastic scheduling problem issued from iron and steel industry: Some results, 795-804 [Zbl 0811.90060] \textit{Lescrenier, Marc J. A.}, A decision aid tool for deliveries planning in a cement plant, 805-810 [Zbl 0925.90247] \textit{Sagai, Shigeo; Fujii, Yoshifumi; Shiina, Takayuki}, An estimation of energy saving potential by the allocation of co-generation systems, 811-820 [Zbl 0925.90249] \textit{Roussel, G.; Maouche, S.}, Automatic lay planning for irregular shapes on plain fabric. Search in direct graph and \(A_ \varepsilon\) \(\varepsilon\)-admissible resolution, 821-832 [Zbl 0811.90090] \textit{Botkin, N. D.; Turova-Botkina, V. L.}, An algorithm for finding the Chebyshev center of a convex polyhedron, 835-844 [Zbl 0825.65136] \textit{Lacolle, B.; Szafran, N.; Valentin, P.}, Zonohedra, zonoids and mixtures management, 845-854 [Zbl 0825.65137] \textit{Roos, Thomas; Widmayer, Peter}, \(k\)-violation linear programming, 855-862 [Zbl 0816.90104] \textit{Carlier, Jacques; Li, Yu; Lutton, Jean-luc}, Evaluation of telecommunication network performances, 865-874 [Zbl 0811.90034] \textit{Castro, Jordi; Nabona, Narcís}, Nonlinear multicommodity network flows through primal partitioning and comparison with alternative methods, 875-884 [Zbl 0811.90032] \textit{Hirata, Hironori; Uno, Tatsuya; Koakutsu, Seiichi}, A flow network model based on information, and its stability: An application to ecological systems, 885-894 [Zbl 0809.92023] \textit{Onizuka, Kotaro}, Super low frequency response of water distribution networks with application, 895-904 [Zbl 0811.90056] \textit{Phillips, Robert L.}, A marginal-value approach to airline origin \(\&\) destination revenue management, 907-917 [Zbl 0925.90248] \textit{Du, Zhen-Ping; Nicholson, Alan J.}, Sensitivity analysis for degradable transportation systems, 918-927 [Zbl 0811.90028] \textit{Grega, Wojciech}, Convergence and optimality of two-step algorithms for public transportation system optimization, 928-937 [Zbl 0812.90042] \textit{Shooman, Martin L.; Marshall, Clifford}, A mathematical formulation of reliability optimized design, 941-950 [Zbl 0811.90041] \textit{Odeh, K.; Limnios, N.}, An efficient method for probability evaluation of a fault-tree, 951-956 [Zbl 0811.90040] \textit{Levner, Eugene; Zuckerman, Dror; Gens, George; Ptuskin, Alexander}, Optimal strategies for the preventive maintenance of real-time repairable systems, 957-966 [Zbl 0816.90066] \textit{Kessel, H. M.; Haller, P.; Bertolino, F.}, Simulation of structural members taking into account the material distribution and the correlation, 967-976 [Zbl 0825.73287]
scientific article; zbMATH DE number 634579