Mathematical model building in economics and industry / 1: Being the collected papers of a conference organized by CEIR Ltd. and held in London on 4th to 6th July 1967
London. Griffin. 1969. VII, 165 S..
ISBN 0-85264-106-0

[Besprechung von:] Mathematical model building in economics and industry. 2nd series. London 1971
Wigley, K. J.
1971.

Mathematical model building in economics and industry: being the collected papers of a conference organized by C-E-I-R Ltd. and held in London on 4th to 6th July 1967.
London. Griffin,. 1968.. vii, 165 p..

Mathematical model building in economics and industry / ¬Series¬ 2: Being the collected papers of conferences organized by Scientific Control Systems Ltd and held in London in June 1968 and June 1969 and Montreal in Oct. 1969
Kendall, Maurice G.
London. Griffin. 1970. 277 S.m.Abb.u.Tab.. Griffin's statistical monographs and courses..
ISBN 0-85264-200-8

Mathematical model for a maintenance program for modern jet aircraft
Prinz, Rudolf.
Paris. European Space Agency,. 1982.. 50 p..

Mathematical model for barged ocean disposal of wastes,
Koh, Robert C. Y., ; Chang, Y. C.
Washington . [Office of Research and Development, U. S. Environmental Protection Agency]; For sale by the Supt. of Docs., U.S. Govt. Print. Off.. [1974]. xi, 178, A133, B272 p..

Mathematical Model for continuous emulsion polymerization of vinyl chloride and its steady-state solution
Heiskanen, T.
Helsinki. 1985. 63 S.. Acta polytechnica Scandinavica. Ch ; 165.

Mathematical model for drying of adsorptive porous materials
Imakoma, Hironobu ; Okazaki, Morio ; TÅoei, RyÅojÅo
Helsinki. Finnish Acad. of Techn. Sciences. 1985. 32 S.. Acta polytechnica Scandinavica : CH ; 160.
ISBN 951-666-208-0

Mathematical model for microbial fuel cells with anodic biofilms and anaerobic digestion
Olsson, Gustaf
London. IWA Publ.. 2008. III, S. 965-1135. Water science and technology ; vol. 57, no. 7.

Mathematical model for multiple cooling tower plumes
Wu, Frank H. ; Koh, Robert C.
Pasadena, Calif.. W. M. Keck Lab. of Hydraulics and Water Resources. 1977. Getr. Zählung. W. M. Keck Laboratory of Hydraulics and Water Resources, Pasadena, Calif. : Report ; 37.

Mathematical model for predicting the consolidation of dredged material in confined disposal areas: final report
Johnson, Lawrence D.
Vicksburg, Miss.. Dept. of Defense, Dept. of the Army, Corps of Engineers, Waterways Experiment Station, Soils and Pavements Laboratory,. 1976.. 99 p. in various pagings.

Mathematical model for screening storm water control alternatives
Kirshen, Paul H. ; Marks, David H. ; Schaake, John C.
Cambridge, Mass.. Inst. of Technology. 1972. 125 S. : graph. Darst.. Report / Ralph M. Parsons Laboratory for Water Resources and Hydrodynamics ; 157.

Mathematical model for strategy evaluation of municipal solid waste management systems
Kaila, Juha
Espoo. VTT. 1987. 71 S.. Publications / Technical Research Centre of Finland ; 40.
ISBN 951-38-2956-1

Mathematical model for the physiological clock and growth
Sarvas, Jukka
Helsinki. Suomen Metsätieteellinen Seura. 1977. 25 S.. Acta forestalia Fennica ; 156.
ISBN 951-651-031-0

Principles of real estate valuation with energy applications
Zerbst, Robert Howard,
Washington, D.C.. ULI-the Urban Land Institute,. c1981.. 23 p..

Mathematical model for the separation of gust and manoeuvre loads of civil aircraft
Taylor, James
Darmstadt. 1979. VI, 13 S.. Report / Fraunhofer-Institut für Betriebsfestigkeit Darmstadt ; 141 : FB.

Mathematical modeling: a chemical engineer½s perspective
Aris, Rutherford
San Diego [u.a.]. Academic Press. 1999. XXI, 479 S. : Ill., graph. Darst ; 26 cm. Process systems engineering ; 1.
ISBN 0-12-604585-2

Mathematical modeling
Meerschaert, Mark M.
2. ed.. San Diego [u.a.]. Academic Press. 1999. XVI, 351 S. : graph. Darst..
ISBN 0-12-487652-8

Mathematical modeling: case studies from industry
Cumberbatch, Ellis ; Fitt, Alistair
Cambridge [u.a.]. Cambridge Univ. Press. 2001. xv, 299 p..
ISBN 0-521-65007-0

Mathematical modeling
Goldberg, Samuel
Boston a.o. . Birkhäuser.

Mathematical modeling and an experimental investigation of gas adsorption at a semiconductor surface
Arnt, Michael Frederick
1995.. iii, 176 leaves.

Mathematical modeling and anthropology: its rationale, past success and future directions
Read, D.W.

Mathematical modeling and computational experiment: model ¨ algorithm ¨ code
New York . Wiley. 1993.

Mathematical modeling and computer simulation
Maki, Daniel P. ; Thompson, Maynard
Pacific Grove, Calif. [u.a.]. Thomson/Brooks/Cole. 2005. XVI, 285 S..
ISBN 0-534-38478-1

Mathematical Modeling and computer simulation of processes in energ433 162 S.
HanjaliÂc, Kemal ¬[Hrsg.]¬

Mathematical modeling and computer simulation of processes in energy systems
Hanjaliâc, Kemal
New York [etc.] . Hemisphere Publishing. cop. 1990. XXVII, 922 S..

Mathematical modeling and computer simulations of the reflex control of voluntary movements
Ramos, Constance Faye.
1989.. viii, 224 leaves.

Mathematical Modeling And Digital Simulation For Engineers And Scientists
Smith, Jon M.
New York. Wiley. 1977.
ISBN 0-471-80344-8

Mathematical modeling and economic optimization of wastewater treatment plants
Tyteca, D. ; Smeers, y. ; Nyns, E.J.
Cleveland - O. . 1977. 89 p..

Mathematical modeling and estimation techniques in computer vision: 22 - 23 July 1998, San Diego, California
Prêteux, Françoise ¬[Hrsg.]¬
Bellingham, Wash.. SPIE. 1998. VII, 306 S. : Ill., graph. Darst.. Proceedings of SPIE ; 3457.
ISBN 0-8194-2912-0

Mathematical modeling and experimental investigation of hollow- fiber reverse-osmosis systems
El-Halwagi, Amal Mohamed.
1991.. xviii, 112 leaves.

Mathematical modeling and experimental studies of the polymerization of methylmethacrylate in tubular reactors
Baillagou, Pierre Eric.
1983.. iv, 198 leaves.

Mathematical modeling and experimental study of dynamics and structure development during high speed melt spinning of nylon-6
Bheda, Jayendra Hiralal
Ann Arbor, Mi. . University Microfilms International. 1987. 4 Microfiches.

Mathematical modeling and experimental study of gas/solid flows and combustion in the vortexing fluidised-bed combustor (VFBC) freeboard
Yang, Gao
Ann Arbor. UMI. 1990. 203 S..

Mathematical modeling and experimental study of thermodynamic and transport processes in the formation of structured polymer membranes
Caneba, Gerard M.
Ann Arbor. UMI. 1985. MFiche..

Mathematical modeling and interpretation of geophysical data
New York, N.Y.. Allerton Pr.. 1985. 192 S.. Soviet seismological research. An Allerton Press translation series.

Mathematical modeling and methods of option pricing
Jiang, Lishang
Singapore [u.a.]. World Scientific Publ.. 2005. XI, 329 S. : graph. Darst..
ISBN 981-256-369-5

Mathematical modeling and nonlinear control of electrohydraulic and electrorheological systems
Kemmetmüller, Wolfgang
Aachen. Shaker. 2008. XXXII, 249 S.. Modellierung und Regelung komplexer dynamischer Systeme ; 1.
ISBN 978-3-8322-7011-7 kart. : EUR 49.80 (DE), EUR 49.80 (AT), sfr 99.60 (freier Pr.)

Mathematical modeling and numerical simulation in continuum mechanics: proceedings of the International Symposium on Mathematical Modeling and Numerical Stimulation in Continuum Mechanics, September 29-October 3, 2000, Yamaguchi, Japan
BabuÏska, Ivo ; Ciarlet, Philippe G. ; Miyoshi, Tetsuhiko
New York [u.a.]. Springer. 2002. VII, 301 S.. Lecture notes in computational science and engineering ; 19.
ISBN 3-540-42399-0 softcover : alk. paper

Mathematical modeling and numerical simulation of Czochralski silicon crystal growth
Järvinen, Jari,
Espoo. Center for Scientific Computing,. 1996. 134 s..

Mathematical modeling and numerical techniques in drying technology
Turner, Ian ; Mujumdar, Arun S.
New York [u.a.]. Dekker. 1997. XII, 679 S..
ISBN 0-8247-9818-X : $ 195.00

Mathematical modeling and optimal control of solar dryers
Gallestey, Eduardo ; Paice, Andrew D. B.
Bremen. Inst. für Dynamische Systeme. 1995. 26 Bl. : graph. Darst.. Report / Institut für Dynamische Systeme <Bremen> ; 347.
geh.

Mathematical modeling and optimization: an essay for the design of computer-based modeling tools
Hürlimann, Tony
Dordrecht [u.a.]. Kluwer Acad. Publ.. 1999. XXII, 313 S.. Applied optimization ; 31.
ISBN 0-7923-5927-5 hardbound : alk. paper

Mathematical modeling and optimization of liquid-junction photovoltaic cells
Orazem, Mark Edward.
1983.. ii, 287 leaves.

Mathematical modeling and parameter identification in a two-dimensional estuary: case study of the hydraulic model of the San Francisco Bay and delta
Chu, Wen-Sen ; Yeh, William W-G ; Kristof, Richard C.
Davis, California . California Water Resources Center. 1981. III, 38 S..

Mathematical modeling and performance calculation
2005. XI, 138 S..
ISBN 3-540-24275-9

Mathematical modeling and process investigation of melt grafting reactions in an intermeshing co-rotating twin screw extruder
Hojabr, Sassan
1998. 192 S..
ISBN 0-612-27829-8

Mathematical modeling and scale-up of liquid chromatography
Gu, Tingyue
Berlin [u.a.]. Springer. 1995. XIII, 123 S. : graph. Darst..
ISBN 3-540-58884-1 Pp. : DM 98.00

Mathematical modeling and sensitivity analysis of continuous stirred tank vinyl acetate emulsion polymerization
Lee, Chan H.
Ann Arbor. UMI. 1987. MFiche..

Mathematical modeling and simulations of the aggregation of myxobacteria: (chemotaxis equations as limit dynamics of moderately interacting stochastic processes)
Stevens, Angela
1992. 2 Mikrofiches.

Mathematical modeling, Bayesian estimation, and inverse problems: 21 - 23 July 1999, Denver Colorado
Prêteux, Françoise ¬[Hrsg.]¬
Bellingham, Wash.. SPIE. 1999. VII, 334 S.. Proceedings of SPIE ; 3816.
ISBN 0-8194-3302-0

Mathematical modeling biodynamic response to impact: (SAE national automobile engineering and manufacturing meeting
Warrendale - Pa. . Society of automotive engineers. 1976. 96 p..

Mathematical modeling, estimation, and imaging: 31 July - 1 August 2000, San Diego, USA
Wilson, David C.
Bellingham, Wash.. SPIE. 2000. X, 244 S.. SPIE proceedings series ; 4121.
ISBN 0-8194-3766-2

Mathematical modeling for design of machine components (TK-integrated)
Bhonsle, Suryaji R. ; Weinmann, Klaus J.
Upper Saddle River, NJ [u.a.]. Prentice Hall. 1999. X, 448 S..
ISBN 0-13-727231-6

Mathematical modeling for flow and transport through porous media
Dagan, Gedeon ¬[Hrsg.]¬
Dordrecht [u.a.]. Kluwer. 1991. S. 473 - 769 : graph. Darst..
ISBN 0-7923-1616-9 144,19 DM

MATHEMATICAL MODELING FOR I
HYVAERINEN
1970.

Mathematical Modeling for industrial processes
Hyvärinen, Lassi P.
1 Aufl.. Berlin. Springer. 1970. VI,122 S.. Lecture notes in operationsresearch and mathematical systems. ; 19..

MATHEMATICAL MODELING FOR INDUSTRIAL PROCESSES. LASSI HYVAERINEN. BERLIN (U. A.): SPRINGER 1970. VI, 122 S.
Hyvärinen, Lassi P.
1970. LECTURE NOTES IN OPERATIONS RESEARCH AND MATHEMATICAL SYSTEMS. 19..

Mathematical modeling for industry and engineering
Svobodny, Thomas
Upper Saddle River, NJ [u.a.]. Prentice Hall. 1998. X, 534 S..
ISBN 0-13-260894-4

Mathematical modeling for system analysis in agricultural research
Vohnout, Karel D.
1. ed. Amsterdam [u.a.]. Elsevier. 2003. xii, 437 p..
ISBN 0-444-51268-3

Mathematical Modeling for the Life Sciences
Istas, Jacques
1. Ed.. Berlin. Springer Bln. 2005. 200 S.. Universitext.
ISBN 3-540-25305-X Pb. : EUR 42.75 (freier Pr.)

Mathematical modeling for the marketplace: applying graph theory in liberal arts and social and management sciences
Christensen, Helen
January, 1988. Dubuque, Iowa. Kendall/Hunt. 1988. VII, 167 S..
ISBN 0-8403-4661-1

Mathematical Modeling for water pollution control processes
Keinath, Thomas M.
1 Aufl.. Ann Arbor, Mich.. Ann Arbor Science Publ.. 1975. VIII, 446 S. : graph. Darst..

Mathematical modeling in chemistry
Mezey, Paul G.
Weinheim. VCH. 1991. 386 S..
ISBN 3-527-28292-0

Mathematical modeling in combustion and related topics: [proceedings of the NATO Advanced Research Workshop on Mathematical Modeling in Combustion and Related Topics, Lyon, France, April 27 - 30, 1987]
Brauner, Claude-Michel
Dordrecht [u.a.]. Nijhoff. 1988. XIV, 592 S.. NATO ASI series : E, Applied sciences ; 140.
ISBN 90-247-3656-0

Mathematical modeling in combustion science: proceedings of a conference held in Juneau, Alaska, August 17 -21, 1987
Buckmaster, John David
Berlin [u.a.]. Springer. 1988. VI, 168 S.. Lecture notes in physics ; 299.
ISBN 3-540-19181-X

Mathematical modeling in continuum mechanics
Temam, Roger ; Miranville, Alain
1 Aufl.. Cambridge. Cambridge Univ. Press. 2000. 344 S..
ISBN 0-521-64362-7

Mathematical modeling in continuum mechanics
Temam, Roger ; Miranville, Alain
2. ed. Cambridge. Cambridge University Press. 2005. XII, 342 S..
ISBN 0-521-61723-5

Mathematical modeling in ecology: a workbook for students
Jeffries, Clark
Boston [u.a.]. Birkhäuser. 1989. X, 193 S.. Mathematical modeling ; 3.
ISBN 3-7643-3421-5

Mathematical modeling in economics, ecology and the environment
Chritonenko, Natalija Vladimirovna ; Jacenko, Jurij PetroviÆc
Dordrecht. Kluwer Academic Publ.. 1999. XX, 208 S.. Applied optimization ; 34.
ISBN 0-7923-6015-x

Mathematical modeling in electromagnetic prospecting methods
Bezvoda, VÆclav ; Segeth, Karel
Praha. Univ. Karlova. 1982. 133 S..

Mathematical modeling in environmental engineering;: [Eighth Annual Workshop, Nassau, Bahamas, December 18-22, 1972]
Keinath, Thomas M.
[n. p., . 1973?]. v, 510 p..

Mathematical modeling in epidemiology
Frauenthal, James C.
Berlin [u.a.]. Springer. 1980. VII, 118 S. : graph. Darst.. Universitext.
ISBN 3-540-10328-7

MATHEMATICAL MODELING IN EPIDEMIOLOGY / J. C. FRAUENTHAL
Frauenthal, James C.
BERLIN ; HEIDELBERG ; NEW YORK. SPRINGER. 1980. VII, 118 S. : GRAPH. DARST.. UNIVERSITEXT.
ISBN 3-540-10328-7

Mathematical modeling in experimental nutrition
Clifford, Andrew J. ; Müller, Hans-Georg,
New York. Plenum Press,. c1998.. ix, 423 p..

Mathematical modeling in experimental nutrition: vitamins, proteins, methods
Coburn, Stephen P. [Hrsg.] ; Townsend, Douglas W. [Hrsg.]
San Diego [u.a.]. Acad. Press. 1996. XXI, 362 S.. Advances in food and nutrition research ; 40.1996.
ISBN 0-12-016440-X (: £ 63.00)

Mathematical modeling in immunology and medicine: proceedings of the IFIP TC 7 Working Conference on Mathematical Modeling in Immunology and Medicine Moscow, USSR, 5 - 11 July, 1982
MarÏcuk, Gurij I.
Amsterdam u.a.. North-Holland Publ. Co.. 1982. X, 396 S..
ISBN 0-444-86588-8

Mathematical modeling in immunology and medicine: proceedings
MarÏcuk, Gurij IvanoviÏc [Hrsg.] ; Belych, Leonid NikitoviÏc [Hrsg.]
Amsterdam u.a.. North-Holland Pub. Co.. 1983. X,396 S..
ISBN 0-444-86588-8

Mathematical modeling in metal processing and manufacturing
Martin, P.
St.-Hubert (Québec). Nucleus Design. 2000. 1 CD-ROM.

Mathematical modeling in microbial ecology
Koch, Arthur L.
London [u.a.]. Chapman & Hall. 1997. Chapman & Hall microbiology series.
ISBN 0-412-03511-1

Mathematical modeling in nutrition and the health sciences
Novotny, Janet A. ¬[Hrsg.]¬
New York [u.a.]. Kluwer/Plenum. 2003. XXIV, 420 S. : Ill., graph. Darst.. Advances in experimental medicine and biology ; 537.
ISBN 0-306-47881-1

Mathematical modeling in nutrition and the health sciences / edited by Janet A. Novotny, Michael H. Green, and Ray C. Boston
Novotny, Janet A. ; Boston, Ray C. ; Green, Michael H.
New York. Kluwer Academic/Plenum Publishers,. cop. 2003. 420 s..

Mathematical modeling in optical science
Bao, Gang
Philadelphia, Pa.. SIAM. 2001. XVI, 333 S.. Frontiers in applied mathematics ; 22.
ISBN 0-89871-475-3

Mathematical modeling in the environment
Hadlock, Charles Robert
Washington, DC. Mathematical Association of America,. cop. 1998. xiv, 302 s..

MATHEMATICAL MODELING IN THE LIFE SCIENCES
Doucet, Paul G. ; Sloep, Peter B.
NEW YORK. ELLIS HORWOOD. 1992. XIV, 490 S.. ELLIS HORWOOD SERIES IN MATHEMATICS AND ITS APPLICATIONS.
ISBN 0-13-562000-7

Mathematical modeling in the life sciences
Doucet, Paul ; Sloep, Peter B.
Repr. with corr. New York [u.a.]. Horwood. 1993. XIV, 490 S.. Ellis Horwood series in mathematics and its applications.
ISBN 0-13-562018-X

Mathematical modeling in the secondary school curriculum: resource guide of classroom exercises
Swetz, Frank
2nd pr. Reston, Va.. National Council of Teachers of Mathematics. 1994. VIII, 136 S..
ISBN 0-87353-306-2

Mathematical modeling in the secondary school curriculum: a resource guide of classroom exercises
Swetz, Frank ; Hartzler, Jefferson S.
4th pr. Reston, Va.. National Council of Teachers of Mathematics. 1999. VIII, 136 S..
ISBN 0-87353-306-2

Mathematical modeling in tumor growth and progression: 2 tables
Michelson, Seth ¬[Hrsg.]¬
Basel [u.a.]. Karger. 1997. S. 171 - 267 : graph. Darst.. Invasion & metastasis ; 16,4/5.
ISBN 3-8055-6548-8

Mathematical modeling of a catalytic converter lightoff: a vehicle study
Oh, Se H. ; Cavendish, James C.
Warren, Mich.. General Motors Research Laboratories,. [1984]. 42 p..

Mathematical modeling of accessory element distribution in metallurgical processes: computerization of a lead smelter plant
Lucas, M. A. ; Flynn, C. M. ; Carnahan, T. G.
[Avondale, Md.]. U.S. Dept. of the Interior, Bureau of Mines,. 1983.. 46 p..

Mathematical modeling of a cocurrent fixed bed coal gasifier
Bliek, Alfred
1984. 300 S..

Mathematical modeling of arterial endothelial cell responsiveness to flow
Tamaresis, John S.
2004.. 110 leaves.

Mathematical modeling of biofilms
Eberl, Hermann
London: . IWA ,. 2006. 179 s..

Mathematical modeling of biological systems: an introductory guidebook
Gold, Harvey J.
New York [u.a.]. Wiley. 1977. XV, 357 S..
ISBN 0-471-02092-3

Mathematical Modeling of Biological Systems: Cellular Biophysics, Regulatory Networks, Development, Biomedicine, and Data Analysis
Deutsch, Andreas ; Brusch, Lutz ; Byrne, Helen ; Herzel, Hanspeter ; Vries, Gerda de
Boston, MA. springer. 2007. Online-Ressource. Modeling and Simulation in Science, Engineering and Technology.
ISBN 978-0-8176-4558-8

Mathematical modeling of calcium dynamics and signal transduction
Sneyd, James ¬[Hrsg.]¬ ; Bertram, Richard
Berlin [u.a.]. Springer. 2005. XII, 202 S. : graph. Darst.. Tutorials in mathematical biosciences ; 2.
ISBN 978-3-540-25439-6

Mathematical modeling of cell proliferation: stem cell regulation in hemopoiesis
Wichmann, H.-Erich ; Loeffler, Markus,
Boca Raton, Fla.. CRC Press,. 1985.. 2 v..

Mathematical modeling of circulation and hurricane surge in Pamlico Sound, N.C.
Amein, Michael, ; Airan, Damodar S.,
Raleigh. University of North Carolina Sea Grant Program, North Carolina State University,. 1976.. 102 p..

Mathematical modeling of complex systems: microphase separation dynamics in polymer liquids
Maurits, Natalia Maria
Groningen. Rijksuniv. Groningen. 1998. X, 192 S..
ISBN 90-367-0944-X

Mathematical modeling of creep and shrinkage of concrete
Bazant, Zdenek P.
Chichester u.a.. Wiley. 1988. XXII, 459 S. : Ill., graph. Darst.. Wiley series in numerical methods in engineering.
ISBN 0-471-92057-6

Mathematical modeling of dispersion in stratified waters
Christodoulou, Georgios Chrysostomou. ; Connor, J. J. ; Pearce, Bryan Rowell.
Cambridge. MIT Sea Grant Program, Massachusetts Institute of Technology,. 1976.. 308 p.

Mathematical modeling of dynamic biological systems
Finkelstein, Ludwik ; Carson, Ewart R.
Forest Grove, Or.. Research Studies Pr.. c 1979. XIV, 329 S.. Medical computing series ; 3.
ISBN 0-89355-000-0

Mathematical modeling of en route ATC intervention rates
Badekas, Paris.
c1988.. 62 leaves.

Mathematical modeling of fires: [... New Orleans, Louisiana, 3. December 1986]
Mehaffey, J. R. ¬[Hrsg.]¬
Philadelphia, Pa.. American Soc. for Testing and Materials. 1988. VIII, 134 S.. STP / ASTM ; 983.

Mathematical modeling of fires: Papers
Mehaffey, J. R. [Hrsg.]
Philadelphia, Pa.. ASTM. 1988. VIII,134 S.. Special technical publication. American Society for Testing and Materials ; 983.
ISBN 0-8031-0922-X

The mathematical modeling of flow regime transition in bubbly two-phase flows
Kalkach-Navarro, Susana
[Mikrofiche-Ausg.]. Ann Arbor. Univ. Microfilms Int.. 1993. 192 S..

Mathematical modeling of flows and transport of conservative substances: requirements for predictive ability
Abraham, G. ; Os, A. G. van ; Verboom, G. K.
Delft. Hydraulics Laboratory. 1982. 38 S.. Publication ; 265.

Mathematical modeling of fluid and solute transport in peritoneal dialysis
Waniewski, Jacek,
Stockholm, . 2001 ; . 49 s..

Mathematical modeling of fluid flow and heat transfer in blast furnace hearth
Yoshikawa, Fumiaki.
c1980.. [1], viii, 188 leaves.

Mathematical modeling of groundwater pollution
Sun, Ne-zheng
1 Aufl.. Berlin [u.a.]. Springer. 1996. XV, 377 S. : graph. Darst..
ISBN 3-540-94212-2

Mathematical modeling of heated surface discharge in confined tidal estuary, Mercer Generating Station: Public Service Electric and Gas Company
Brocard, Dominique N. ; Hsu, Shih-Kuan
Holden, Massachusetts . Alden Research Laboratory, Worcester Polytechnic Institute. 1978. 58 S., Appendix.

Mathematical modeling of heterogeneous flocculent sedimentation
Han, Mooyoung,
1989.. xvii, 190 leaves.

Mathematical modeling of high temperature fuel cells
Debenedetti, Pablo G.
c1981.. [1], 319 leaves.

Mathematical modeling of hollow-fiber reverse osmosis systems
El-Halwagi, Amal Mohamed. ; El-Halwagi, Mahmoud Mohamed, ; Manousiouthakis, V.
[Los Angeles, Calif.]. Dept. of Chemical Engineering, UCLA,. [1990]. 1 v. (unpaged) ;.

Mathematical modeling of hot rolling steel strip with special consideration of a tandem mill linked to a single-belt caster
Zhou, Shunxin
2001. 108 Bl..

Mathematical modeling of hydrologic series: for hydroelectric and water resources computations
Svanidze, Givi Gedeonovic
Fort Collins, Colo.. Water Resources Publ.. 1980. X, 314 S..
ISBN 0-918334-32-2

Mathematical modeling of immobilized multienzyme systems
Fernandes, P.M.
New Brunswick - N.J. . 1975. 3 Microfiches..

Mathematical modeling of light distribution in turbid media in terms of photon hitting densities
Swartling, Johannes,
Lund, . 1997. 122 s..

Mathematical modeling of linear and non-linear aircraft structures
Neuilly-sur-Seine. AGARD. 1980. 32 S.. AGARD report ; 687.
ISBN 92-835-1365-7

Mathematical modeling of lithium(alloy), iron sulfide cells and: The electrochemical precipitation of nickel hydroxide
Bernardi, Dawn Marie.
1986.. 364 leaves.

Mathematical modeling of lithium(alloy), iron sulfide cells and the electrochemical precipitation of nickel hydroxide
Bernardi, Dawn
Berkeley, CA . 1986. 4 Mikrofiches.

Mathematical modeling of macrohomogeneous transport phenomena in ion-exchange membranes
Pillay, Gautam
Ann Arbor, Mich.: Proquest Information and Learning. 1993. XII, 138 S..

Mathematical modeling of melting and freezing processes
Alexiades, Vasilios ; Solomon, Alan D.
Washington [u.a.]. Hemisphere Publ.. 1993. XIII, 323 S..
ISBN 1-560-32125-3 alk. paper

¬The¬ mathematical modeling of metabolic and endocrine systems: model formulation, identification, and validation
Carson, Ewart R. ; Cobelli, Claudio ; Finkelstein, Ludwik
New York u.a.. Wiley. 1983. XIX, 394 S..
ISBN 0-471-08660-6

Mathematical modeling of mobilization: assimilation processes
Hopkins, Raymond F.
Bruxelles. 1970.

Mathematical Modeling of mobilization and assimilation processes
Hopkins, Raymond F.
Bloomington, Ind.. Internat. Development Research Center, Ind. Univ.. [1972]. 58 gez. Bl. ; 4-o. Working Papers ; Nr 14.

Mathematical modeling of near coastal circulation
Wang, John Dan Yiao-Chang. ; Connor, J. J.
Cambridge. Ralph M. Parsons Laboratory for Water Resources and Hydrodynamics, Massachusetts Institute of Technology,. 1975.. 272 p..