, , ,

<<


 >>  ()
Pages:     | 1 |   ...   | 3 | 4 ||

. . . (19121986) ...

-- [ 5 ] --

50- ..................... ......................................... ( )............ ( )............. ................................. ........................ - ............................... .................................. .......... !............ : [ . ]............................. ...... ......................................... ( )............. .............................. .............................. ......................... , .................. ................... ......................... .................................. ................... ...................... ................................ .

................................ .............. ....................... ............................... ... ............................... ...... ................... , , ( 50- . . ).. ........................ .................. .................................. ................... 1977, 1984, ( ).............. .... 1950, 1958, . ..... ....................................... .............. [ ]............... .................. ...................................... 1981, .............................. - ........................................ - - ...................................... ...... ........................................... .. Analisi funzionale.................................... Analyse fonctionnelle. . 1, 2.......................... Aron Grigor evich Pinsker (obituary).................... The application of linear programming algorithms to some large scale problems.............................. Approximate methods of higher analysis................. Approximate solution of functional equations.............. Aron Grigor evich Pinsker (on his sixtieth birthday)....... Asymptotic optimization of consumption in a model of two-sector economy.............................. Az arak s a termels hatkonysga.....................

e e e a La asignacin ptima de los recursos econmicos..........

oo o [Autobiography]..................................... Boris Zakharovich Vulikh (obituary).................... Boris Zakharovich Vulikh (on the occasion of his ftieth birthday)..................................

The best use of economic resources............ Calcul conomique et utilisation des ressources e Calculul economic al folosiru optima a resurselor.......... Complexe vraagstukken............................... Concerning prices, rates, and economic eectiveness....... Control parameters in an economic system............... Croirea economic a materialelor in industrie.............

a Depreciation charges and estimation of the eectiveness of new technology in a system of optimal planning.......... The development of mathematical economics at the Siberian Branch of the USSR Academy of Sciences........... Dierential and functional equations arising in dynamic models of economy.............................. A dynamic model of the economy....................... A dynamic model of optimum planning.................. Dynamic models of scientic-technical progress........... Dynamic models of technological changes.....................

Economic problems of scientic and technical progress Economic problems of scientic-technical progress.......... The economics of earthquake prediction................. Ein dynamisches Modell der optimalen Planung........... Ekonomski raun optimalnog koritenja resursa........... c s Electronic computing machines......................... Die Entwicklung von Optimierungsmethoden in der UdSSR. Essays in optimal planning....................... 1976, Estimating the eectiveness of capital expenditures........ Evaluation de lecacit dinvestissements de capitaux..... e Un exemple dune fonction semicontinue universelle pour les fonctions continues.............................. Extremal states and extremal controls................... A felsbb analizis kzelit mdszerei.................... o o oo A few words on application of optimization methods to eco nomic problems................................. Les formes gnrales des oprations linaires qui transforment ee e e quelques espaces classiques dans un espace semi-ordonn e linaire arbitraire................................ e Let us apply the achievements of economic science......... Functional analysis................................... Functional analysis and applied mathematics.............. Functional analysis (basic ideas)........................ Functional analysis in normed spaces.................... Funktionalanalysis in normierten Rumen................

a Further development of mathematical methods and the pros pects of their application in economic planning.. 1964, Grigori Yakovlevich Lozanovski (obituary)...............

Growth models and their application to long-term planning and forecasting.................................. Honorary doctorate lecture............................. La reprsentation explicite dune fonction mesurabl e e arbitraire dans la forme de la limite dune suite de polynmes...................................

o Linear operations in semi-ordered spaces................. Linare halbgeordnete Rume..........................

e a Las matemticas en la economia:

a logros, dicultades, perspectivas................... Mark Aleksandrovich Krasnosel ski (on his sixtieth birthday) Matematinial metodai ir ekonomika..................... Mathematical-economic modelling of scientic and technical progress....................................... Mathematical economics and optimal planning............ Mathematical methods in economics..................... Mathematical methods of organizing and planning production Mathematical methods of production planning and organiza tion........................................... Mathematics and economics............................ Mathematics in economics: Achievements, diculties, perspectives............................... 1976, 2004, Memoir on the analytical operations and projective sets. I, II My journey in science........................... 1987, The method of successive approximations for functional equa tions.......................................... Metode de aproximatie ale analizei superioare............ Methods of optimization and mathematical models in economics Un modello dinamico di pianicazione ottimale.............

A modern mathematical system of economic management...............

Nherungsmethoden der hheren Analysis a o O vpote normy efektivnosti na zklade jednoprodukhho yc a ce modelu rozvoja hospodrstva......................

a Okonomisch-mathematische Methoden: Zum Stand der Anw endung in der UdSSR und in der DDR.............. On the calculation of the norm of eectiveness on the basis of a one-product model of the development of the economy On the calculation of production inputs.................. On the translocation of masses..................... 1958, On mass transportation............................... Once again on calculating the norm of eectiveness on the basis of a one-product national economic development model.......................................... A one-product dynamic model of the economy taking into account the change in the structure of capital under technological progress............................ A one-product dynamic model with instantaneous transforma tion of capital................................... On a problem of Monge............................... Optimal mathematical models in planning the development of a branch and in technical policy.................. Optimal planning: unresolved problems.................. Optimal utilization of rolling and pipe mills.............. Optimlne decyzie ekonomiczne........................

a Optimlne rozhodnutie v ekonomike....................

a Optimlne vyuitie zdrojov............................

a z Partially ordered groups and partially ordered linear spaces. Pianicazione ottimale e sviluppo economico............. Planning, mathematics and economics................... [Plenarvortrag auf der VII: Internationale Tagung uber Erg- ebnisse der konomischen Informationsverarbeitung]...

o Der Preis der Zeit.................................... The price of time..................................... Prices and production eciency........................ Principle of dierential optimization applied to a single-product dynamical model of an economic structure........... Problems of application of optimization methods in industry Putting the achievements of economic science into practice.. Rachunek ekonomiczny optymalnego wykorsystania zasobw o Rafael Aramovich Aleksandryan (on his sixtieth birthday)......................... The role of the transport factor in the location of production Scientic-technical progress: Economic problems........... Selected works. Parts 1 and 2.......................... Sergei L vovich Sobolev (on his sixtieth birthday)......................... Sergei L vovich Sobolev (on his seventieth birthday)........................ A single-product dynamical model with instantaneous convert ibility of funds................................... Solomon Grigor evich Mikhlin (on his seventieth birthday)........................ Some functional relations which arise in analysis of a one-product economic model.................................. Some research directions in mathematical economics....... A statistical model of seismicity and an estimate of the basic seismic eects................................... Sur deux classes des oprations sur les ensembles ferms....

e e Sur la continuit et sur le prolongement des oprations lin e e e aires.......................................... Sur la representation des oprations linaires.............

e e Sur le thor`me de M. Vitali...........................

ee Sur les ensembles projectifs de la deuxi`me classe.........

e Sur les ensembles projectifs de M. Luzin................. Sur les fonctionnelles partiellement additives dans les espaces semiordonns...................................

e Sur les fonctions du type (A)........................... Sur les formes gnrales des fonctionnelles partiellement ad ee ditives dans certains espaces semiordonns...........e Sur les oprations linaires dans lespace des fonctions bornes e e e Sur les s-fonctions de M. Hausdor.................... Sur les proprits des espaces semi-ordonns lineaires......

ee e Sur les suites des fonctions presque partout continues...... Sur les suites des fonctions rentrant dans la classication de M. W. H. Young................................ Sur quelques thor`mes concernant la thorie des ensembles ee e projectifs...................................... Sur un espace des fonction ` variation borne et la diren a e e tiation dune srie terme ` terme...................

e a Sur un probl`me de M. Steinhaus.......................

e Sur un thor`me de M. N. Dunford.....................

ee Tables for the numerical solution of boundary value prob lems of the theory of harmonic functions............ Theoretical aspects of policy studies.................... Toward the wider use of optimizing methods in the national economy........................................ Trends of development in automatic programming based on large-block systems.............................. Uber die Vollstndigkeit eines Systems von Funktionen, die a von einem stetigen Parameter abhngen.............

a Vladimir Ivanovich Sobolev (on his sixtieth birthday)......................... Vladimir Ivanovich Sobolev (on his seventieth birthday)....................... Ways to develop computing means for solving large optimal planning and control problems..................... Zur allgemeinen Theorie der halbgeordneten Rume......... a Zur Nutzung von Optimierungsrechnungen in automatisier ten Leitungssystemen durch die Volkswirtschaftszweige der UdSSR.................................... . . ................ ( )...... . . .............. Mathematics and Economics in the Legacy of L. V. Kantorovich........... . . .... . . .......................... ............ ............... ............... (19121986) . . . . 25.10.11. 70100 1/32. . . . 8,5.

.-. . 7,5. 300 . 163.

. , 6, 630090

Pages:     | 1 |   ...   | 3 | 4 ||
 
 >>  ()





 
<<     |    
2013 www.libed.ru - -

, .
, , , , 1-2 .