Mathematical models in linguistics and language processing
Edmundson, H. P.
1967.

Mathematical models in marketing
Murdick, Robert Gordon
Scranton. Intext educational publ. 1971. 9, 293 S..
ISBN 0-7002-2369-X

Mathematical models in marketing: a collection of abstracts
Funke, Ursula H.
Berlin [u.a.]. Springer. 1976. XX, 514 S.. Lecture notes in economics and mathematical systems ; 132.

Mathematical models in marketing: A survey, the stage of development, some extensions and applications
Leeflang, Peter S. H.
Leiden. Kroese. 1974. VII, 213 S..
ISBN 90-207-0436-2

Mathematical Models in marketing: A coll. of abstracts
Funke, Ursula H. ; Beckmann, M ¬[Vorr.]¬
Berlin u.a.. Springer. 1976. 20, 514 S.. Lecture notes in economics and mathematical systems ; 132.
ISBN 3-540-07869-X

Mathematical models in marketing: A survey , the stage of development, some extensions and applications
Leeflang, Pieter Samuel Hendrik
Leiden. Stenfert Kroese. 1974. VII, 216 S..
ISBN 90-207-0435-4

MATHEMATICAL MODELS IN MARKETING : A COLLECTION OF ABSTRACTS / URSULA H. FUNKE. WITH A PREFACE BY M. BECKMANN. BERLIN, HEIDELBERG, NEW YORK: SPRINGER, 1976. - XX, 514 S. : GRAPH. DARST.
Funke, Ursula H.
1976. LECTURE NOTES IN ECONOMICS AND MATHEMATICAL SYSTEMS ; 132.
ISBN 3-540-07869-X

MATHEMATICAL MODELS IN MARKETING. A COLLECTION OF ABSTRACTS. URSULA H. FUNKE. WITH A PREFACE BY M. BECKMANN
Funke, Ursula H.
BERLIN (U. A.). SPRINGER. 1976. XX, 514 S.: ILL.. LECTURE NOTES IN ECONOMICS AND MATHEMATICAL SYSTEMS. 132..
ISBN 3-540-07869-X

Mathematical models in mechanical vibrations, population dynamics and traffic flow: an introduction to applied mathematics
Haberman, Robert
Englewood Cliffs, NJ. Prentice-Hall. 1977. XII, 402 . : graph. Darst..
ISBN 0-13-561738-3

Mathematical models in medical and health science
Horn, Mary Ann ; Simonett, Gieri ; Webb, Glenn F.
1st ed. Nashville [u.a.]. Vanderbilt University Press. 1998. xiv, 396 p.. Innovations in applied mathematics.
ISBN 0-8265-1310-7 cloth : alk. paper

Mathematical models in medical diagnosis
Miller, M. Clinton ; Westphal, Milton C. ; Reigart, John Routt
New York, N.Y.. Praeger. 1981. XV, 187 S.. Praeger special studies.
ISBN 0-03-059274-7

Mathematical models in medicine
Oxford [u.a.]. 1987.

Mathematical models in medicine: Workshop 8-9 mar 1976
Berger, J.
Berlin. Springer. 1976. 281 S.. Lecture notes in biomathematics ; 11.
ISBN 3-540-07802-9

Mathematical models in medicine: diseases and epidemics
Witten, Matthew
New York a.o. . Pergamon Press. 1986-. part 1-.

Mathematical Models In Medicine ; 011
Berger, J. ; Buehler, J. ; Repges, R. ; Tautu, P.
[S.l.]. Springer-Verlag.

Mathematical Models in metallurgical process development: Proceedings of the conference on mathematical models in metallurgical process development organized by the Iron and Steel Institute, London, 12. and 13.2.1969
London. Iron and Steel Institute. [1970]. VII, 242 S. ; 4-o. ISI publication ; 123.

Mathematical Models in Metallurgical Process Development: proceedings of the Conference; London, 12-13 February 1969
London . 1970. 241 S..

Mathematical models in metallurgical process development: proceedings of the conference ... held at the Royal Garden Hotel, London W. 8, on 12 and 13 February 1969.
London, . Iron & Steel Institute,. 1970.. vii, 242 p..

1987. XV, 207 S..
ISBN 2-7178-1271-7

Mathematical models in metals and materials applications: Penns Hall Hotel, Sutton Coldfield, 2. - 14.10.1987, matkakertomus ; [a report]
Malinen, Markus
Otaniemi. Helsinki Univ. of Technol., Materials Science and Engineering, Metal Working and Heat Treatment. 1988. 21 S.. TKK-MAK-MEM rapporti ; 88,11.
ISBN 951-754-583-5

Mathematical models in microeconomics
Daniel, Coldwell
Boston. Allyn and Bacon. 1970. X,228 S.m.Tab..

Mathematical models in molecular and cellular biology
Segel, Lee A. ¬[Hrsg.]¬
Cambridge. Cambridge Univ. Pr.. 1980. IX, 757 S..
ISBN 0-521-22925-1

Mathematical models in natural science and engineering
Neimark, Jurij I.
Berlin [u.a.]. Springer. 2003. XII, 570 S. : graph. Darst.. Foundations of engineering mechanics.
ISBN 3-540-43680-4 Pp. : EUR 192.55

Mathematical models in photographic science
Friedman, Avner ; Ross, David S.
Berlin [u.a.]. Springer. 2003. VIII, 184 S.. Mathematics in industry ; 3.
ISBN 3-540-44219-7 hbk.

Mathematical models in physical science: proceedings of the conference at the University of Notre Dame, 1962
Drobot, Stefan ; Viebrock, Paul A.
Englewood Cliffs, N.J.. Prentice-Hall. 1963. 193 S..

Mathematical models in physical sciences: proceedings of the conference at the University of Notre Dame, 1962
Drobot, Stefan ¬[Hrsg.]¬ ; Viebrock, Paul A. ¬[Hrsg.]¬
Englewood Cliffs. Prentice-Hall. 1963. 193 S..

Mathematical models in physics and chemistry and numerical methods of their realization: proceedings of the seminar held in Visegrád, 1982
Samarskij, Andrejevich ; Kátai, Imre
1 Aufl.. 1984. Teubner-Texte zur Mathematik ; 61.

Mathematical models in physics and chemnistry and numerical methods of their realization: Proceedings of the seminar held in Visegrad, 1982
Samarskij, Alexandr A. ¬[Hrsg.]¬
Leipzig. Teubner. 1984. 289 S.. Teubner-Texte zur Mathematik ; Bd. 61.

Mathematical models in plant physiology
Thornley, J. H.
London. Acad. Pr.. 1976. XIII, 318 S.. Experimental botany ; 8.
ISBN 0-12-690550-9

Mathematical models in population biology and epidemiology
Brauer, Fred ; Castillo-Chavez, Carlos
1 Aufl.. New York. Springer. 2001. XXIII, 416 S.. Texts in applied mathematics ; 40.
ISBN 0-387-98902-1

Mathematical models in psychology: an introduction
Restle, Frank
Harmondsworth. Penguin Books. 1971. 158 S.. Penguin science of behaviour : Cognitive psychology.
ISBN 0-14-080225-8

Mathematical models in radio propagation: special papers presented at the open symposium held in conjunction with the XXth Assembly of the International Union of radio science; Washington - D.C., August 1981
Bahar, E.
322 p..

Mathematical models in the applied sciences
Fowler, Andrew C.
Cambridge. Cambridge Univ. Press. 1997. XIV, 402 S..
ISBN 0-521-46140-5

Mathematical models in the earth sciences: proceedings of the 7th Geochautauqua, held at Syracuse University, 20 - 21 October 1978
New York [u.a.]. Pergamon Pr.. 1980. S. 109 - 209 : zahlr. graph. Darst.. Computers & geosciences ; 6,2.

Mathematical models in the health sciences: a computer-aided approach
Ackerman, Eugene, ; Gatewood, LaLel Cranmer
Minneapolis. University of Minnesota Press,. c1979.. xiii, 357 p..

Mathematical models in the social and behavioral sciences
Rapoport, Anatol
New York [u.a.]. Wiley. 1983. XII, 507 S.. A Wiley-Interscience publication.
ISBN 0-471-86449-8

Mathematical models in the social and biological sciences
Beltrami, Edward J.
Boston u.a.. Jones and Bartlett. 1993. XIII, 197 S. : Ill., graph. Darst.. Jones and Bartlett books in mathematics.
ISBN 0-86720-292-0

Mathematical Models in the social, management and life sciences
Burghes, David N. ; Wood, Alistair D.
1 Aufl.. Chichester. Horwood. 1980. 287 S.. Mathematics and its applications.
ISBN 0-85312-097-8

Mathematical Models in the social sciences
Kemeny, John G. ; Snell, James L.
2. print.. New York. Blaisdell. 1963. VII, 145 S..

Mathematical Models in the social sciences
Kemeny, John G. ; Snell, James L.
2. print. Cambridge, Mass.. MIT Pr.. 1973. VII, 145 S..
ISBN 0-262-11047-4

Mathematical Models in the social sciences
Kemeny, John G. ; Snell, J. Laurie
Boston [u.a.]. Ginn. 1962. VII, 145 S.. Introductions to higher mathematics.

MATHEMATICAL MODELS IN THE SOCIAL SCIENCES / JOHN G. KEMENY ; J. LAURIE SNELL
Kemeny, John G. ; Snell, James Laurie
3. PRINT.. CAMBRIDGE, MASS. ; LONDON. MIT PRESS. 1975. 7, 145 S..
ISBN 0-262-11047-4

MATHEMATICAL MODELS IN THE SOCIAL SCIENCES. JOHN G. KEMENY, J. LAURIE SNELL. 2. PRINT. CAMBRIDGE MASS. (U.A.): MIT PRESS 1973. VI, 145 S.
Kemeny, John G. ; Snell, James Laurie
1973.
ISBN 0-262-11047-4

Mathematical Models in water pollution control
James, Albert
1 Aufl.. Chichester. Wiley. 1978. XIV, 420 S.. A Wiley-Interscience publication..
ISBN 0-471-99471-5

Mathematical models in water pollution control. Based upon papers pres. at a conference, 'The use of mathematical modelling in water pollution control,' held at the Univ. of Newcastle upon Tyne in sept., 1973
James, A. [Ed.]
Chichester. Wiley. 1978. 11, 420 S..
ISBN 0-471-99471-5

Mathematical models & methods in applied sciences: M 3 AS
Singapore [u.a.]. World Scientific. 1991.

Mathematical Models of arms control and disarmament: application of math. structures in politics
Saaty, Thomas L.
1 Aufl.. New York. Wiley. 1968. IX, 190 S.. Publications in operations research ; 14.
ISBN 0-471-74810-2

Mathematical models of attitude change
Hunter, John E. ; Danes, Jeffrey E. ; Cohen, Stanley Hymie
Orlando [u.a.]. Academic Pr.. Human communication research series.

Mathematical models of central pattern generation in locomotion
Stafford, F.S.
San Antonio - Tex. . 1978. 3 Microfiches..

MATHEMATICAL MODELS OF CHEMICAL R
ERDI
1989.

Mathematical models of chemical reactions: theory and applications of deterministic and stochastic models
Érdi, Péter ; Tóth, János
Princeton, N.J.. Princeton Univ. Press. 1989. XXIV, 259 S. : graph. Darst.
ISBN 0-691-08532-3

Mathematical models of chemical reactions: theory and applications of deterministic and stochastic models
Érdi, Peter ; Tóth, Janos
Manchester. Manchester University Press. 1987. XXIV,259 S.. Nonlinear science.
ISBN 0-7190-2208-8

Mathematical models of combat operations: mathematical methods for modeling combat operations in tactical units(Podrazdeleniye) with the aid of electronic computers
Tkaécenko, P.N.
Springfield - Va. . 1973. 3 Microfiches..

Mathematical models of conflict
Drescher, Melvin
1968.

Mathematical models of continuous combustion: [paper for General Motors Symposium 'Emissions from Continuous Combustion Systems', Detroit, Sept., 1971]
Spalding, Dudley B.
London. Imperial College of Science and Technology. 1971. 25 Bl.. HTS ; 71/22.

Mathematical models of corruption
Levin, Mark IosifoviÏc ; Cirik, Majja Leonidovna
2001.

Mathematical models of crop growth and yield
Overman, Allen R. ; Scholtz, Richard V.
New York [u.a.]. Dekker. 2002. VIII, 328 S. : graph. Darst.. Books in soils, plants, and the environment.
ISBN 0-8247-0825-3 alk. paper

Mathematical models of crop growth and yield
Overman ; Scholtz
Ebrary.

Mathematical models of diastolic blood flow patterns in the human left ventricle: [Mit niederländ. Zsfassung]
Bot, Hans
Amsterdam. Rodopi. 1989. 99 S..

Mathematical models of distribution channels
Ingene, Charles A. ; Parry, Mark E.
New York, NY. Kluwer Academic. 2004. XXIV, 568 S. graph. Darst.. International series in quantitative marketing ; 17.
ISBN 1-4020-7163-9

Mathematical models of distribution channels
Ingene, Charles A. ; Parry, Mark Edward
Frankfurt am Main. Haag und Herchen. 1998. 89 S.. Buchreihe "Zeitzeugen berichten".
ISBN 3-86137-766-7 (Pb.) : DM 19.80, sfr 19.00, S 145.00

Mathematical models of economic growth
Tinbergen, Jan ; Bos, Hendricus C.
New York [u.a.]. McGraw-Hill. 1962. VIII, 131 S.. Economics handbook series.

MATHEMATICAL MODELS OF ECONOMIC GROWTH. BY JAN TINBERGEN U. HENDRICUS CORNELIS BOS. NEW YORK USW.: MCGRAW-HILL 1962. 8,131 S.
Tinbergen, Jan ; Bos, Hendricus Cornelis
1962. ECONOMICS HANDBOOK SERIES..

Mathematical models of education planning
Rotterdam. 1966. 74 gez. Bl. [Maschinenschr. vervielf.]. Nederlandsch economisch Institut (Rotterdam): Publ. 36.

Mathematical Models of electric machines
Kopylov, I. P.
Moscow. Mir Publ.. 1984. 277 S..

Mathematical models of epidemics
Lauwerier, H. A.
Amsterdam. Math. Centrum. 1981. III,121 S.. Mathematical Centre Tracts ; 138.
ISBN 90-6196-216-1

Mathematical models of feedback neural networks
Zaharie, Daniela
TimiÐsoara. Univ.. 1996. 139 S.. Surveys, lecture notes and monographs / Universitatea <TimiÐsoara> / Seminarul de Teoria ProbabilitÆaÐtilor Ðsi AplicaÐtii ; 3.

Mathematical models of financial derivatives: with 2 tables
Kwok, Yue-Kuen
Singapore [u.a.]. Springer. 1998. XIII, 386 S. : graph. Darst.. Springer finance.
ISBN 981-3083-25-5

Mathematical models of financial derivatives
Kwok, Yue-Kuen
2. ed.. Berlin [u.a.]. Springer. 2008. XV, 530 S.. Springer finance.
ISBN 3-540-42288-9

Mathematical models of fluiddynamics: modelling, theory, basic numerical facts - an introduction
Ansorge, Rainer
Weinheim. Wiley-VCH. 2003. 187 S..
ISBN 3-527-40397-3

Mathematical Models of Fluiddynamics: Modelling, Theory, Basic Numerical Fa
Ansorge, Rainer
Wiley,. 2005. 187 s..

Mathematical models of fluid motion with intensive selfmixing
Burnat, Marek
Warszawa. Inst. Uniw.. 1983. 31 S.,8 fig.. Preprint. Instytut Matematyki. Uniwersytet Warszawski ; 1983,9.

Mathematical models of gas turbine engines and their components
Neuilly sur Seine. 1994. Getr. Zählung : graph. Darst.. AGARD lecture series ; 198.
ISBN 92-836-1008-3

Mathematical Models of geodetic/photogrammetric point determination with regard to outliers and systematic errors
yyy.

Mathematical models of geodetic/photogrammetric point determination with regard to outliers and systematic errors: Seminar Stuttgart, Nov. 26 and 27, 1981
Ackermann, Friedrich E. [Hrsg.]
München. Verl. d. Bayer. Akad. d. Wiss. u.a.. 1983. 133 S.. Deutsche geodätische Kommission bei der Bayerischen Akademie der Wissenschaften : Reihe A ; 98.
ISBN 3-7696-8180-0

Mathematical models of geodetic-photogrammetric point determination with regard to outliners and systematic errors: seminar, Stuttgart, November 26 and 27, 1981
Ackermann, Friedrich E.
München . Bayerische Akademie der Wissenschaften. 1983. 134 S..

Mathematical models of granular matter
Capriz, Gianfranco ¬[Hrsg.]¬ ; Barrat, Alain
Berlin ¬[u.a.]¬. Springer. 2008. XVI, 212 S.. Lecture notes in mathematics ; 1937.
ISBN 978-3-540-78276-6

Mathematical models of group structure
Mayer, Thomas F.
Indianapolis [u.a.]. Bobbs-Merrill. 1975. 81 S.. The Bobbs-Merrill studies in sociology.
ISBN 0-672-61212-7

Mathematical models of hysteresis
Mayergoyz, I. D.
New York ; Berlin ¬[u.a.]¬. Springer. 1991. XX, 207 S. : graph. Darst..
ISBN 0-387-97352-4

Mathematical models of hysteresis and their applications
Mayergoyz, Isaak D.
1. ed.. Amsterdam [u.a.]. Elsevier. 2003. XXV, 472 S.. Elsevier series in electromagnetism.
ISBN 0-12-480873-5 USD 140.00 Hardbound book

Mathematical Models of industrial plant location and pollution abatement strategies
Shefer, D
1973.

Mathematical models of inelastic material behavior
Mroz, Z.
Waterloo, Ontario. Univ. of Waterloo, Solid Mechanics Div.. 1973. 160 S. : graph. Darst..

Mathematical models of inelastic material behaviour,
Mroz, Zbigniew.
Waterloo, Ont., . Solid Mechanics Division, University of Waterloo,. c1973.. iv, 160 p..

Mathematical models of information and stochastic systems
Kornreich, Philipp
Boca Raton, FL. CRC Press. 2008. p. cm.
ISBN 978-1-420-05883-3 alk. paper

Mathematical models of international relations
Zinnes, Dina A. ; Gillespie, John V.
New York. Praeger Publishers,. 1976.. xviii, 397 p..

Mathematical models of language
Kiefer, Ferenc ¬[Hrsg.]¬
Frankfurt am Main. Athenäum. c 1973. 284 S.. Linguistische Forschungen ; 18.
ISBN 3-7610-4818-1

Mathematical models of large watershed hydrology
Singh, Vijay P.
Highlands Ranch, Colo.. Water Resources Publications. 2002. XXII, 891 S..
ISBN 1-88720-134-3

Mathematical models of metabolic regulation
Keleti, T. ¬[Hrsg.]¬
Budapest. Akad. Kiadó. 1976. 259 S.. FEBS advanced course ; 27.

Mathematical models of molecular evolution
Nilsson, Marin
Göteborg. Chalmers Univ. of Technology. 2000. Getr. Zählung [ca. 100 S.]. Doktorsavhandlingar vid Chalmers Tekniska Högskola ; N.S., 1599.
ISBN 91-7197-914-X

Mathematical models of morphogenesis
Thom, René
Chichester. Horwood. 1983. 305 S. : Ill., graph. Darst.. Ellis Horwood series mathematics and its applications.
ISBN 0-85312-243-1

Mathematical models of muscle response to periodic stimuli
He, Zhixiong
1993. XI, 121 S..

Mathematical models of musical scales: a new approach
Lindley, Mark ; Turner-Smith, Ronald
Bonn. Verl. für systemat. Musikwiss.. 1993. 308 S. : graph. Darst.. Orpheus-Schriftenreihe zu Grundfragen der Musik ; 66.
ISBN 3-922626-66-1

Mathematical models of non-linear excitations, transfer, dynamics, and control in condensed systems and other media
Latyshev, Anatolii V. ; Uvarova, L. A. ; Arinshtein, Arkadii E.
New York ; . Kluwer,. c1999. 411 s..

Mathematical models of organizations
1989.

Mathematical models of oxygen diffusion in skeletal and cardiac muscle and role of myoglobin: with applications to experiments on oxygen consumption and solubility in muscle
Louy, Charles.
1983.. xiv, 284 leaves.

Mathematical models of predator-prey-plant interactions in a patchy environment
Diekmann, Odo ; Metz, Johan A. J. ; Sabelis, M W.
Amsterdam. CWI. 1988. 20 S.. Report AM ; 8804.

Mathematical models of public systems: National Invitational Seminar on Advanced Simulation, held in San Diego, in Sept. 1970
Bekey, George A. ¬[Hrsg.]¬
La Jolla, Calif.. Simulation Council. 1971. IX, 134 S.. Simulation Councils proceedings series ; 1,1.

Mathematical models of recognition and confusion in psychology
Townsend, J.T. ; Landon, D.E.
Amsterdam . 1983. 47 p..

Mathematical models of road travel distances
Love, Robert F. ; Morris, James G.
Madison, Wis.. MRC. 1977. 22 S.. MRC technical summary report ; 1719.

Mathematical models of sedimentary processes: an international symposium ; proceedings of an international symposium held at thew VIII International Sedimentological Congress in Heidelberg, on 31 August 1971
Merriam, Daniel F. [Hrsg.]
New York [u.a.]. Plenum Press. 1972. XI, 271 S. : Ill., graph. Darst., Kt.. Proceedings of the ... International Congress of Sedimentology ; 8.
ISBN 0-306-30701-4

Mathematical models of small watershed hydrology and applications
Singh, Vijay P.
Highlands Ranch, Colo.. Water Resources Publ.. 2002. XXI, 950 S..
ISBN 1-88720-135-1

Mathematical models of social and cognitive structures: contributions to the mathematical development of anthropology
Urbana, Ill. a.o. . University of Illinois Press. 1974. XXI, 122 S..

Mathematical models of social and cognitive structures: contributions to the mathematical development of anthropology.
Ballonoff, Paul A.
Urbana, . University of Illinois Press. [1974]. xxi, 122 p..

Mathematical models of social evolution
McElreath, Richard ; Boyd, Robert
Chicago. Univ. of Chicago Press. 2007. XIII, 414 S..
978-0-226-55827-1

Mathematical models of sociology
Krishnan, Parameswara
Keele. University of Keele. 1977. 229 p.. Sociological review monograph ; 24.
ISBN 0-904425-03-7 : £3.90

Mathematical models of some parasitic diseases involving an intermediate host
Nasell, I. ; Hirsch, Warren M.
New York . Courant Institute of mathematical sciences - New York University. 1971. 1 vol..

Mathematical models of the cell and cell associated objects
Ivanov, Viktor Vladimirovich ; Ivanova, Natalya V.
Amsterdam [u.a.]. Elsevier. 2006. xix, 333 p.. Mathematics in science and engineering ; 206.
ISBN 0-444-52714-1

Mathematical models of the circadian sleep-wake cycle
Moore-Ede, Martin C.
New York. Raven Pr.. 1984. VIII, 216 S. : Ill..
ISBN 0-89004-843-6

MATHEMATICAL MODELS OF THE CIRCADIAN SLEEP-WAKE CYCLE / ED. MARTIN C. MOORE-EDE ; CHARLES A. CZEISLER
Moore-Ede, Martin C.
NEW YORK. RAVEN PR.. 1984. VIII, 216 S. : ZAHLR. GRAPH. DARST..

Mathematical models of the dynamics of the human eye
Collins, Richard ; Werff, Terrry J. ¬van¬ ¬der¬
Berlin. Springer. 1980. VI, 99 S.. Lecture notes in biomathematics ; 34.
ISBN 3-540-09751-1

Mathematical models of the economy,: and other essays.
Stone, Richard,
London, . Chapman & Hall,. 1970.. xv, 335, [2] p., (2 fold.).

Mining and mineral processing operations in Canada. - 1991 (1992): and other essays.
Stone, Richard,
London, . Chapman & Hall,ningandmineralprocessingoperationsincanada19911992. 1992.
ISBN 0-660-57097-1

Mathematical models of the economy and other essays
Stone, Richard
London. Chapman and Hall. 1970. XV,335 S.m.zahlr.Tab..
ISBN 0-412-10030-4

Mathematical models of the kraft cooking process
Johnsson, Lennart
Stockholm. Royal Swedish Acad. of Engineering Sciences. 1971. 115 S.. Acta polytechnica scandinavica : Mathematics and computing machinery series ; 22.
ISBN 91-7082-018-X

Mathematical models of the Massachusetts Bay.
Connor, J. J. ; Wang, John D. ; Briggs, Douglas A. ; Madsen, Ole Secher. ; Christodoulou, Georgios C. ; Leimkuhler, William F. ; Ippen, Arthur T.
Cambridge, Mass.. Massachusetts Institute of Technology, Sea Grant Project Office,. 1973-74.. 3 pts. in 2.

Mathematical models of thermal conditions in buildings
Tabun·sikov, Jurij Andreevi·c
Boca Raton [u.a.]. CRC Press. 1993. 225 S..
ISBN 0-8493-9310-8 acid-free paper

Mathematical models of the structure of the Earth and the earthquake prediction
New York, N.Y.. Allerton Pr.. 1983. 187 S.. Soviet seismological research.

Mathematical models of the within-host dynamics of two-clone malaria infections
Hellriegel, Barbara
Basel . 1993. 1 Mikrofiche.

Mathematical models of turbulent flames: a review
Spalding, Dudley B.
London. Imperial College of Science and Technology. 1975. 56 S.. Report / Heat Transfer Section ; HTS 75/1.

Mathematical models of water impact and associated phenomena
Korobkin, Aleksandr A. ¬[Hrsg.]¬
Dordrecht [u.a.]. Kluwer. 2004. S. 184 - 412 : Ill., graph. Darst.. Journal of engineering mathematics ; 48,3/4.

Mathematical models that predict the effects of feed characteristics on animal performance
Evans, Essi ¬[Hrsg.]¬
Amsterdam [u.a.]. Elsevier. 2008. 405 S.. Animal feed science and technology ; 143,1/4 : special issue.

Mathematical Models. Third edition
CUNDY, H M & ROLLETT, A P
Diss: Tarquin.
0906212200

Mathematical models with aftereffect in population dynamics
Miguel, José Joô
[Ås]. Agricultural University of Norway, Department of Mathematical Sciences and Technology,. 2003. 28 s..

Mathematical models with applications
Garfunkel, Solomon A., ; Cheyney, Roland. ; Lege, Jerry.
New York. W.H. Freeman,. c2002.. xv, 592 p..

Mathematical model techniques for learning theories
Levine, Gustav ; Burke, C. J.
New York, NY. Academic Press. 1972. XII, 288 S..
ISBN 0-12-445250-7

Mathematical model to correlate frost heave of pavements with laboratory predictions
Berg, Richard L. ; Guymon, Gary L. ; Johnson, T. C.
Hanover, N.H.. The Laboratory,. [1980]. iv, 49 p..

Mathematical model used for simulation of heat transport in solid food particles heated in a continuous liquid flow
Skjöldebrand, Christina
Göteborg. SIK. 1990. 6 Bl. : graph. Darst.. SIK-Rapport ; 569.

Mathematical monographs of the University of Cape Town
Cape Town.