"Zapiski Nauchnyh Seminarov POMI"

• Preface.......7 (.ps.gz)
• I.
• Kantorovich L. V. On the translocation of masses .......11 (.ps.gz)
• Kantorovich L. V. On a problem of Monge .......15 (.ps.gz)
• Kantorovich V. L. Some facts related to the papers by L. V. Kantorovich reproduced in this volume .......17 (.ps.gz)
• Kutateladze S. S. Speech on L. V. Kantorovich .......24 (.ps.gz)
• Menshikov S. M. Topicality of Kantorovich's economic model .......30 (.ps.gz)
• Romanovsky J. V. A nowadays view on Kantorovich's works in software .......47 (.ps.gz)
• II.
• Vasil'ev V. A. Contractual $M$-core and equilibrium allocations .......55 (.ps.gz)
• Vershik A. M. The Kantorovich metric: initial history and little-known applications .......69 (.ps.gz)
• Danilov V. I., Koshevoy G. A. Discrete convexity .......86 (.ps.gz)
• Dempster M. A. H. Sequential importance sampling algorithms for dynamic stochastic programming .......94 (.ps.gz)
• Klein L. R. Econometric modeling at mixed frequencies .......130 (.ps.gz)
• Kusraev A. G., Kutateladze S. S. Kantorovich spaces and optimization .......138 (.ps.gz)
• Levin V. L. Optimality conditions and exact solutions to the two-dimensional Monge--Kantorovich problem .......150 (.ps.gz)
• Leites D. On computer-aided solving differential equations and stability study of markets .......165 (.ps.gz)
• Marakulin V. M. Equilibrium analysis in Kantorovich spaces .......188 (.ps.gz)
• Matveenko V. D. Growth theory and dynamics of the Russian economy .......215 (.ps.gz)
• Mukhacheva E. A., Mukhacheva A. S. L. V. Kantorovich and cutting-packing problems: new approaches to combinatorial problems of linear cutting and rectangular packing .......239 (.ps.gz)
• Polyak B. T. Newton--Kantorovich method and its global convergence .......256 (.ps.gz)
• Sergeev V. Rationality, property rights and thermodynamic approach to the market equilibrium .......275 (.ps.gz)
• Sobolevski A., Frisch U. Application of optimal transport theory to reconstruction of the early Universe .......303 (.ps.gz)
• Reviews .......310 (.ps.gz)

---

• Paging 317 pp.
• Language Russian

---

Back to the Petersburg Department of Steklov Institute of Mathematics