Mathematical models and their analysis
Wan, Frederick Y. M.
New York ¬[u.a.]¬. Harper & Row. 1989. XVI, 394 S.. ¬The¬ Harper & Row series in applied mathematics.

Mathematical models and theories for space-time processes
Griffith, Daniel A. ¬[Hrsg.]¬
Dordrecht [u.a.]. Kluwer Acad. Publ.. 1983. IX, 477 S.. NATO ASI series : Series D, Behavioural and social sciences ; 15.

Mathematical models applied to investigate aircraft systems
Pokorádi, László ; Szabolcsi, Róbert
Budapest. 1999. 146 S.. Monographical booklets in applied & computer mathematics ; 12.

Mathematical Models as a tool for the social sciences
West, Bruce J. ¬[Hrsg.]¬
1 Aufl.. New York. Gordon Breach. 1980. 120 S..
ISBN 0-677-10390-5

Mathematical models for atmospheric pollutants: final report
Drake, R.L.
Palo Alto - Calif. . 1979. [basic vol.] +append.A-D..

Mathematical models for Balkan phonological convergence
Afendras, Evangelos A.
Stockholm. 1969. Preprints / International Conference on Computational Linguistics <2, 1969, Sanga-Säby> ; 56.

Mathematical models for beach erosion.
Sundström, Anna,
Uppsala, . 1999. 22 bl..

Mathematical models for bioengineering and probabilistic systems
Misra, J. C.
New Delhi. Narosa,. c2005.. viii, 485 p..

Mathematical models for biological pattern formation
Maini, Philip K.
New York [u.a.]. Springer. 2001. X, 317 S. : Ill., graph. Darst.. The IMA volumes in mathematics and its applications ; 121.
ISBN 0-387-95103-2

Mathematical models for biological pattern formulation: frontiers in biological mathematics
Maini, Philip K ; Othmer, H. G
New York. Springer,. c2001. x, 317 p..

Mathematical models for biological systems - growth dynamics and stability
Mueller, Ekkehard
1986. VII, 203 S. : graph. Darst..

Mathematical models for capacity estimation of a Sewer system
Purba, Elvis
2001. V, 58 Bl. : graph. Darst..

Mathematical models for cell rearrangement
Mostow, George Daniel [Ed.]
New Haven. Yale Univ. Press. 1975. IX, 271 S..
ISBN 0-300-01598-4

Mathematical models for competition, cooperation, and social networks
Weesie, Jeroen
1988. III, 179 S. : graph. Darst..

Mathematical models for decision support: [proceedings of the NATO Advanced Study Institute on Mathematical Models for Decision Support held in Val d'Isère, France, July 26 - August 6, 1987]
Mitra, Gautam ¬[Hrsg.]¬
1 Aufl.. Berlin [u.a.]. Springer. 1988. IX, 765 S.. NATO ASI series : Series F ; 48.
ISBN 0-387-50084-7

Mathematical models for drop coalescence
Pumpurs, AndrÅejs
2001. 93 Bl. : graph. Darst..

Mathematical models for eheinungsjahr in Vorlageform:1997
Villaggio, Piero
ISBN 3-631-31460-4 (kart.) : DM 79.00 (freier Pr.)

Mathematical models for elastic structures
VILLAGGIO, PIERO
Cambridge. Cambridge University Press. 1997. xii, 679p.
ISBN 0-521-57324-6

Mathematical models for environmental problems: proceedings of the international conference held at the University of Southampton, England, September 8-12, 1975
Brebbia, C. A.
New York. Wiley,. 1976.. 537 p..

Mathematical models for environment problems. Proceedings of the International Conference held at the University of Southampton, England, Sept. 8-12, 1975
Brebbia, Carlos Alberto [Ed.]
London. Pentech Pr. 1976. 537 S..
ISBN 0-7273-1301-0

Mathematical models for estimating occupational exposure to chemicals
Keil, Charles B.
Fairfax, VA. AIHA Press,. c2000.. xii, 106 p..

Mathematical models for feature recognition in nucleotide sequences
Hatzigeorgiou, Artemis-Georgia
2001. 54 Bl..

Mathematical models for flexural peeling of angle plates glued to rc-beams
Nguyen, N. T. ; Oehlers, D. J.
Adelaide. University of Adelaide, Department of Civil and Environmental Engineering. 1997. III, 24 S.. Research report : R ; 155.
ISBN 0-86396-590-3

Mathematical models for freely-flowing highway traffic
Newell, G. F.
[Baltimore, Md.. Operations Research Society of America,. 1955]. p. 176-186.

Mathematical models for gas-solid reactions
Wong, K.y.
Washington . 1976. 2 Microfiches..

Mathematical models for gas transportation simulation and interactive graphics
Giannini, L. ; Marinetti, A.
Paris, France. International Gas Union. 1988. 13 S..

Mathematical models for interelement and matrix effects in X-ray fluorescence analysis
Hawthorne, A.R.
Raleigh - N.C. . 1977. 2 Microfiches..

Mathematical models for motor vehicle replacement policies in the federal government
Demirdache, A. R. ; Howell, A. B. ; Fowler, T. R.
1968.

Mathematical models for navigation systems
Thomas, Paul D.
Washington, . U.S. Naval Oceanographic Office,. 1965.. viii, 142 p..

Mathematical models for phase change problems: proceedings of the European workshop held at Óbidos, Portugal, Oct. 1 - 3, 1988
Rodrigues, José-Francisco ¬[Hrsg.]¬
Basel ; Berlin ¬[u.a.]¬. Birkhäuser. 1989. X, 410 S. : Ill., graph. Darst.. International series of numerical mathematics ; 88.
ISBN 3-7643-2309-4

Mathematical models for planning and controlling air quality: proceedings of an Oct. 1979 IIASA workshop
Fronza, Giorgio [Hrsg.] ; Melli, P. [Hrsg.]
1. ed. Oxford. Pergamon Pr.. 1982. VIII, 247 S.. IIASA proceedings series ; 17.
ISBN 0-08-029950-4

Mathematical models for predicting the thermal performance of closed-cycle waste dissipation systems
Guyer, Eric Cross. ; Golay, Michael Warren.
Cambridge. Massachusetts Institute of Technology, Dept. of Nuclear Engineering,. 1976.. 67 leaves.

Mathematical Models for Registration and Applications to Medical Imaging
Scherzer, Otmar [Bearb.]
1. Ed.. Berlin. Springer Bln. 2006. 250 S..
ISBN 3-540-25029-8 Gb. : ca. EUR 85.55 (freier Pr.)

Mathematical models for sediment concentration profiles in steady flow: invited lecture, EUROMECH 192, Transport of Suspended Solids in Open Channels, Munich / Neubiberg, FR Germany, June 11 - 15, 1985
Rijn, Leo C. ¬van¬
Delft. Delft Hydraulics Lab.. 1985. 35 Bl. : graph. Darst.. Waterloopkundig Laboratorium <Delft>: Publication. ; 354..

Mathematical models for simple harmonic linear water waves: wave diffraction and refraction
Berkhoff, Juri C.
Delft. 1976. 103 S., 8 Bl..

MATHEMATICAL MODELS FOR SIMPLE HARMONIC LINEAR WATER WAVES : WAVE DIFFRACTION AND REFRACTION / DOOR JURI CORNELIS WILLEM BERKHOFF. 1976. 103 S. : GRAPH. DARST. DELFT, TECHN. HOGESCH., DISS., 1976. AUCH ALS: DELFT HYDRAULICS LABORATORY PUBL. 163, 1976.
BERKHOFF, JURI C.
1976.

MATHEMATICAL MODELS FOR SIMPLE HARMONIC LINEAR WATER WAVES : WAVE DIFFRACTION AND REFRACTION / VON JURI CORNELIS WILLEM BERKHOFF
BERKHOFF, JURI C.
1976. 103 S. : GRAPH. DARST..

Mathematical models for simulating physiological responses to severe military stress: renal function details
Bigelow, J. H.
Santa Monica, Calif.. Rand. 1973. VII, 52 S.. [Report] ; R-1080-PR.

Mathematical models for simulation of wheel-rail rolling contact and for prediction of wheel wear: survey of models for calculation of creep forces, spin moments and wear depths
Johansson, Anders
Göteborg. Chalmers Univeristy of Technology,. 2003. 42 s..

Mathematical models for small systems of interacting items in free recall
Riefer, David Milton Lewis,
1981. xi, 122 leaves.

Mathematical models for social psychology
Andersen, Erling B. ; Kempf, Wilhelm F. ; Repp, Bruno H.
Chichester ; . Wiley,. c1977.. 283 p..

Mathematical models for society and biology
Beltrami, Edward J.
San Diego, Calif. [u.a.]. Academic Press. 2002. x, 199 p..
ISBN 0-12-085561-5 hardbk.

Mathematical models for speech technology
Levinson, Stephen E.
Chichester [u.a.]. Wiley. 2005. XX, 261 S..
ISBN 0-470-84407-8 : £ 60.00

Mathematical models for structural reliability analysis
Casciati, Fabio
Boca Raton, Fla. [u.a.]. CRC Press. 1996. 368 S.. CRC mathematical modelling series.
0-8493-9631-X

Mathematical models for surface water hydrology: Proceedings of the workshop held at the IBM Scientific Center, Pisa, Italy
Ciriani, Tito A. ¬[Hrsg.]¬
1 Aufl.. London [u.a.]. Wiley. 1977. XIII,423 S..
ISBN 0-471-99400-6

Mathematical models for systems reliability
Epstein, Benjamin ; Weissman, Ishay
Boca Raton [u.a.]. CRC Press. 2008. 253 S. : graph. Darst..
ISBN 978-1-4200-8082-7 (hbk.)

Mathematical models for the computational of an eccentric gear system
Siahaan, Sri Murni Suryati
2001. III, 34 Bl. : graph. Darst..

Mathematical models for the computation of the Eigenmodes of cubical organ pipes
Nurhayati, Laela Maya
2001. 47 Bl. : graph. Darst..

Mathematical models for the education sector
Paris. OECD. 1973. TECHNICAL REPORTS / OECD.

Mathematical models for the education sector : supporting material to the survey : annexes = Les modèles mathématiques du secteur enseignement : données de base de l'enquête : annexes.
Paris. OECD,. c1974.. 148 p., [8] folded p. of charts ;.

Mathematical Models for The Evaluation of Electrical and Magnetic Fields
Tozoni, O. V.
London. Iliffe. 1968. 328 S..

Mathematical models for the evaluation of electric and magnetic fields: Transl. by Scripta Technica
Tozoni, O. V. ; Kaye, A. A.
London. Iliffe Books. 1968. 328 S.m.Abb.u.Tab..

MATHEMATICAL MODELS FOR THE GROWTH OF HUMAN POPULATION
POLLARD, J. H.
CAMBRIDGE. UNIVERSITY PRESS. 1973. XII, 186 S..

Mathematical Models for the growth of human populations
Pollard, John H.
1 Aufl.. London. Cambridge Univ.Pr.. 1973. XII,186 S..

Mathematical models for the growth of human populations
Pollard, John Hurlstone
Cambridge. Univ. Pr.. 1975. 186 S..
ISBN 0-521-20111-X

Mathematical models for the growth of human populations
Pollard, J. H.
Cambridge. Cambridge U. P.. 1975. 12, 186 S..
ISBN 0-521-29442-8

MATHEMATICAL MODELS FOR THE GROWTH OF HUMAN POPULATIONS / J. H. POLLARD
Pollard, John H.
NEW YORK, NY. CAMBRIDGE UNIV. PR.. 1975. 186 S..

MATHEMATICAL MODELS FOR THE GROWTH OF HUMAN POPULATIONS. VON J. H. POLLARD. CAMBRIDGE: CAMBRIDGE UNIV.PR. 1973. XII,186 S.M.ABB.U.TAB.
Pollard, John Hurlstone
1973.

Mathematical models for the prediction of thermal energy changes in impoundments
Orlob, Gerald T. ; Roesner, Larry A. ; Norton, William R.
Washington . 1969. VIII, 157+25 p..

Mathematical models for the semantics of parallelism: Advanced school. proceedings. 24 sep - 1 oct 1986
Venturini Zilli, M.
Berlin. Springer. 1987. 230 S.. Lecture notes in computer science ; 280.
ISBN 3-540-18419-8

Mathematical models for the semantics of parallelism: Advanced School, Rome, Italy, Sept. 24-Oct. 1, 1986. Proceedings
Venturini Zilli, Marisa
Berlin [u.a.]. Springer. 1987. 229 S.. Lecture notes in computer science ; 280.
ISBN 3-540-18419-8

Mathematical models for the spread of sexually transmitted diseases: using sexual behavior data
Stigum, Hein
Oslo. National Institute of Public Health. 1997. 23 S., getr. Zählung. Norsk epidemiology : Supplement ; 1997,5.
ISBN 82-7703-028-2

Mathematical models for the study of the dynamics of indium-111-labelled platelets in idiopathic thrombocytopenic purpura
Savolainen, Sauli
Helsinki. Soc. Scientiarum Fennica. 1992. 74 S. : Ill., graph. Darst.. Commentationes physico-mathematicae et chemico-medicae ; 138.
ISBN 951-653-243-8

Mathematical models for the study of the reliability of systems
Kaufmann, Arnold ; Grouchko, Daniel ; Cruon, Roger
New York [u.a.]. Acad. Pr.. 1977. X, 221 S. : graph. Darst.. Mathematics in science and engineering ; 124.
ISBN 0-12-402370-3

Mathematical models for the variation of air pollutant concentrations
Grandell, Jan
Stockholm . 1980. 45 l..

Mathematical models for transportation planning
Kirby, Ronald F.
1968.. 1 microfilm reel ;.

Mathematical models for vehicular traffic
Klar, Axel ; Kühne, Reinhart D. ; Wegener, Raimund
Kaiserslautern. Arbeitsgruppe Technomathematik, Univ.. 1995. 28 S. : graph. Darst.. Berichte der Arbeitsgruppe Technomathematik / Universität Kaiserslautern, Fachbereich Mathematik ; Bericht 158 : Forschung.
geh.

Mathematical models for vehicular traffic
Klar, Axel ; Kühne, Reinhart D. ; Wegener, Raimund
[S.l.]. Universität Kaiserslautern, Fachbereich Mathematik. 2000. Online-Ressource. Berichte der Arbeitsgruppe Technomathematik ; 158.

Mathematical Models im molecular and cellular biology
Segel, L. A. [Hrsg.]
Reprint. Cambridge. Cambridge Univ. Pr.. 1985. IX, 757 S..
ISBN 0-521-22925-1

Mathematical models in agriculture: a quantitative approach to problems in agriculture and related sciences
France, J ; Thornley, J. H.
London [u.a.]. Butterworth. 1984. XI, 335 S..
ISBN 0-408-10868-1

Mathematical models in agriculture: quantitative methods for the plant, animal and ecological sciences
Thornley, John Harry Maute ; France, James
2. ed.. Wallingford. CABI. 2007. XVII, 906 S..
ISBN 0-85199-010-X

Mathematical models in agriculture: quantitative methods for the plant, animal and ecological sciences
Thornley, J. H. M. ; France, J. ; France, J.
2nd ed. Wallingford, Oxfordshire ; Cambridge, MA. CABI Pub. 2005. ca 848 p. cm.
ISBN 0-85199-010-X alk. paper

Mathematical models in applied mechanics
Tayler, Alan B.
Reissued (with corrections). Oxford. Oxford Univ. Press. 2001. VIII, 280 S.. Oxford texts in applied and engineering mathematics.
ISBN 0-19-851559-6

Mathematical models in applied mechanics
Tayler, Alan B.
Oxford. Clarendon. 1986. VIII,280 S.. Oxford applied mathematics and computing science series.
ISBN 0-19-853533-3

Mathematical models in biological discovery: (based on a symposium "Contributions of mathematical models to biological discovery" during the 141st annual meeting of the American Association for the advancement of science; New York, January 1975)
Solomon, D.L. ; Walter, C.
Berlin a.o. . Springer. 1977. VI, 240 p..

Mathematical models in biological oceanography
Platt, T. ¬[Hrsg.]¬ ; Mann, K.H. ¬[Hrsg.]¬
Paris. Unesco Pr.. 1981. 155 S.. Monographs on oceanographic methodology ; 7.
ISBN 92-3-101922-8

Mathematical models in biological waste water treatment
Jørgensen, Sven Erik ¬[Hrsg.]¬
1 Aufl.. Amsterdam ¬[u.a.]¬. Elsevier. 1985. VI, 802 S.. Developments in environmental modelling ; 7.

Mathematical models in biology: an introduction
Allman, Elizabeth S. ; Rhodes, John A.
Cambridge [u.a.]. Cambridge Univ. Press. 2004. XIII, 370 S..
ISBN 0-521-81980-6

Mathematical models in biology
Edelstein-Keshet, Leah
1. ed., 6. [Print]. New York [u.a.]. McGraw-Hill. 1997. XVII, 586 S. : graph. Darst.. Birkhäuser mathematics series.
ISBN 0-07-554950-6

Mathematical models in biology
Edelstein-Keshet, Leah
Reprint. Philadelphia, PA. SIAM. 2005. XLIII, 586 S.. Classics in applied mathematics ; 46.
ISBN 0-89871-554-7

Mathematical models in biology
Edelstein-Keshet, Leah
1. ed. New York, NY. Random House. 1988. XVII, 586 S.. The Random House/Birkhäuser mathematics series The Random House.
ISBN 0-394-35507-5

Fachkunde Kraftfahrzeugtechnik
Bohner, Max ; Gscheidle, Rolf
26., neubearb. Aufl., 2. Dr. Haan-Gruiten. Verl. Europa-Lehrmittel. 1999. 640 S.. Europa-Fachbuchreihe für Kraftfahrzeugtechnik.
ISBN 3-8085-2066-3 (kart.) : DM 57.00

Mathematical Models in biology and medicine: proceedings of the IFIP-TC4 Working Conference on Mathematical Models in Biology and Medicine, Varna, 6-11 Sept. 1972
Bailey, N. T. ¬[Hrsg.]¬
1 Aufl.. Amsterdam. North-Holland. 1974. IX, 152 S..
ISBN 0-7204-2087-3

MATHEMATICAL MODELS IN BIOLOGY AND MEDICINE. PROCEEDINGS OF THE IFIP-TC4 WORKING CONFERENCE ON MATHEMATICAL MODELS IN BIOLOGY AND MEDICINE, VARNA, 6.-11. SEPT. 1972. ED. BY N. T. J. BAILEY, BL. SENDOV, R. TSANEV. AMSTERDAM: NORTH-HOLLAND PUBL. CO.; NEW YORK, N.Y.: AMER. ELSEVIER PUBL. CO. 1974. 9,152 S.
BAILEY, N T.
1974.

Mathematical models in boundary layer theory
Oleinik, O. A. ; Samokhin, V. N.
Boca Raton, Fla.. CRC. 1999. 448p. Applied mathematics and mathematical computation series.
ISBN 0-8493-0840-2 : £45.95

Mathematical models in boundary layer theory
Olejnik, Ol'ga A. ; Samochin, V.N.
1 Aufl.. Boca Raton,Fla. [u.a.]. Chapman & Hall/CRC. 1999. 516 S.. Applied mathematics and mathematical computation ; 15.
ISBN 1-584488-015-5

Mathematical models in boundary layer theory
Oleinik, O. A. ; Samokhin, V. N.
London. Chapman & Hall. 1997. 448p. Applied mathematics and mathematical computation series.
ISBN 0-412-80840-4

MATHEMATICAL MODELS IN CANCER RESEARCH
Wheldon, T. E.
BRISTOL. ADAM HILGER. 1988. XVI, 247 S.. MEDICAL SCIENCE SERIES.

MATHEMATICAL MODELS IN CELL BIOL
EISEN
1979.

Mathematical models in cell biology and cancer chemotherapy
Eisen, Martin
Berlin. Springer. 1979. 431 S.. Lecture notes in biomathematics ; 30.
ISBN 3-540-09709-0

MATHEMATICAL MODELS IN CELL BIOLOGY AND CANCER CHEMOTHERAPY / MARTIN EISEN
Eisen, Martin
BERLIN, HEIDELBERG, NEW YORK. SPRINGER. 1979. IX, 431 S. : GRAPH. DARST.. LECTURE NOTES IN BIOMATHEMATICS ; 30.
ISBN 3-540-09709-0

Mathematical models in cell kinetics: after a workshop; Copenhagen, (May 1-2), 1975
Hartmann, N.R. ; Valleron, A.J.
Ghent . European Press Medikon. 1975. 98 p..

Mathematical models in chemical engineering
Wacker, Hansjörg
Linz. 1990. [10] Bl. : graph. Darst.. Institutsbericht / Johannes Kepler Universität Linz, Institut für Mathematik ; 419.

Mathematical models in coastal engineering
Koutitas, Christopher G.
London. Pentech Press. 1988. 156 S..
ISBN 0-7273-1313-4

Mathematical models in computer systems: proceedings of the Third Hungarian Computer Sciences Conference, Budapest, January 1981
Arato, M.
1 Aufl.. 1981.
ISBN 963-05-2945-9

Mathematical models in computer systems: proceedings of the 3. Hungarian Computer Sciences Conference, Budapest, Jan. 1981
Arató, Matyás
Budapest. Akad. Kiadó. 1981. 370 S. : graph. Darst..
ISBN 963-05-2945-9

Mathematical models in crop production
Karvonen, Tuomo ; Varis, E.
Helsinki. Univ. of Helsinki, Department of Plant Production. 1992. V, 218 S.. Publication ; 32.
ISBN 951-45-6150-3

Mathematical models in developmental biology
Childress, Stephen ; Percus, Jerome K.
New York, NY. Courant Inst. of Math. Sciences. c 1978. III, 346 S..

Mathematical models in ecology: the 12. symposium of the British Ecological Society, Grange-over-Sands, Lancashire, 23-26 March 1971
Jeffers, John Norman Richard ¬[Hrsg.]¬
Oxford. Blackwell. 1972. VI, 398 S..
ISBN 0-632-08740-4

MATHEMATICAL MODELS IN ECOLOGY. THE 12TH SYMPOSIUM OF THE BRITISH ECOLOGICAL SOCIETY, GRANGE-OVER-SANDS, LANCASHIRE, 23-26 MARCH 1971. EDITED BY J.N.R. JEFFERS. OXFORD: BLACKWELL SCIENTIFIC PUBLICATIONS 1972. VII,398 S.
Jeffers, John Norman Richard
1972. BRITISH ECOLOGICAL SOCIETY, SYMPOSIA..
ISBN 0-632-08740-4

Mathematical models in economic environmental problems
Nahorski ; Ravn
1996. 67 s..

Mathematical models in economics
Bacharach, Michael _[Hrsg.]_
Oxford. Oxford Univ. Pr.. 1993. 476 p..
ISBN 0-19-823296-9

Mathematical Models in Economics
Los, Jerzy ; Los, Maria W. [Eds.]
Amsterdam. North-Holland. 1974. 483 S..
ISBN 0-7204-2099-7

Mathematical Models in economics
Vlasenko, Aleksandr NikitiÏc ; LoÂs, Jerzy ; LoÂs, Maria W.
1972.

MATHEMATICAL MODELS IN ECONOMICS. PROCEEDINGS OF THE SYMPOSIUM ON MATHEMATICAL METHODS OF ECONOMICS, FEBRUARY-JULY 1972 AND OF THE CONFERENCE ON VON NEUMANN MODELS, 10-15 JULY 1972. EDITORS: JERZY LOS AND MARIA W. LOS. AMSTERDAM: NORTH-HOLLAND PUB. CO; NEW YORK: AMERICAN ELSEVIER PUB. CO 1974. XVII, 483 S.
LoÂs, Jerzy ; LoÂs, Maria W.
1974.

MATHEMATICAL MODELS IN ECONOMICS. PROCEEDINGS OF THE SYMPOSIUM ON MATHEMATICAL METHODS OF ECONOMICS, FEBRUARY - JULY, 1972, AND OF THE CONFERENCE ON VON NEUMANN MODELS, JULY, 1972. ED.: JERZY LOS (LLOS) (U.A.). CONTRIBUTORS:... AMSTERDAM (U.A.): NORTH-HOLLAND PUBL.; NEW YORK: AMERICAN ELSEVIER PUBL. 1974. XVII,483 S.
LLOS, JERZY
1974.

Mathematical models in educational planning
Paris. OEEC. 1967. 295 S..

Mathematical models in education and training
Hammond, Allen L.
Santa Monica, Calif.. Rand. 1970. vii, 31 p.. Research memorandum ; RM-6357-PR.

Mathematical models in electrical circuits: theory and applications
Marinov, Corneliu A. ; Neittaanmäki, Pekka
Dordrecht _u.a._. Kluwer Academic Publishers. 1991. X, 160 S.. Mathematics and its applications ; 66.
ISBN 0-7923-1155-8

Mathematical models in electric circuit simulation and their numerical treatment
Denk, Georg ; Rentrop, Peter
München. 1989. [12] S. : graph. Darst.. Mathematisches Institut <München, Technische Universität>: TUM-M ; 89,03..

Mathematical models in energetics
Elmo Andersen ; Quale
[Lyngby] . Laboratory of Energetics, Technical University of Denmark. 1976-77. 7 bd..

Mathematical models in environmental problems
MarÏcuk, Gurij I.
1 Aufl.. Amsterdam ¬[u.a.]¬. North-Holland. 1986. 217 S. : graph. Darst.. Studies in mathematics and its applications ; 16.

Mathematical models in finance
Howison, Sam ; Kelly, F. P. [Hrsg.] ; Wilmott, Paul
1. ed. London [u.a.]. Chapman & Hall [u.a.]. 1995. VII, 152 S. : graph. Darst.
ISBN 0-412-63070-2

Mathematical models in forest management: proceedings of the meeting held at the University of Edinburgh on 12th and 13th April 1965
London. HMSO. 1966. 47 S. : Ill.. Forest record ; 59.

Mathematical models in forest resource management planning: an integral study of calibration, prediction and optimal decision models
Li, Chuangzhong
1988. 197 S..
ISBN 91-576-3519-6

Mathematical models in forest resource management planning: an integrated study of calibration, prediction and optimal decision models
Chuanzhong, Li
Umeå. 1988. 197 S.. Rapport ; 18.
ISBN 91-576-3519-6

Mathematical models in geophysics: Symposium. Proceedings of the Moscow symposium, august 1971
Washington, DC. IAHS. 1976. XII, 215 S.: graph.Darst.. International Association of Hydrological Sciences: IAHS-AISH publication. ; 116..

Mathematical models in geophysics: proceedings of the Moscow symposium, August 1971
Paris . International Association of hydrological sciences. 1976. XII, 215 p..

Mathematical models in hydrology: Proceedings of the Warsaw symposium, July 1971. A contrib. to the Internat. Hydrological Decade
Paris. IAHS. 1974. Studies and reports in hydrology. ; ....

Mathematical models in hydrology
Clarke, R. T.
Rome. FAO of the United Nations. 1973. X, 282 S.. Food and Agriculture Organization: FAO irrigation and drainage paper ; 19.

Mathematical models in hydrology: symposium. Proceedings of the Warsaw Symposium, July 1971
Paris. UNESCO. International Association of Hydrological Sciences: IAHS-AISH publication. ; ....

Mathematical models in hydrology: symposium ; [proc. Warsaw symp., July 1971]
o. O.. IAHS-UNESCO-WMO. 1974. IAHS-AISH Publication ; ....

MATHEMATICAL MODELS IN HYDROLOGY / BY R. T. CLARKE
Clarke, R. T. J.
ROME. FOOD AND AGRICULTURE ORGANIZATION OF THE UNITED NATIONS. 1973. X, 282 S. : GRAPH. DARST.. FAO IRRIGATION AND DRAINAGE PAPER ; 19.
ISBN 92-5-100641-5

Mathematical models in immunology
Marcuk, Gurij I.
1 Aufl.. New York, NY. Optimization Software, Inc.. 1983. XXV, 351 S. : graph. Darst.. Translation series in mathematics and engineering.
ISBN 0-387-90901-X

Mathematical models in international relations
Zinnes, Dina A. ¬[Hrsg.]¬
New York. Praeger. 1976. 397 S.. Praeger special studies in international politics and government.
ISBN 0-275-55870-3

Mathematical models in library management: planning, analysis and cost assessment
Cole, Diane Davis
Ann Arbor, Mich.. Univ. Microfilms International. 1977. XV, 351 S..

Mathematical Models in linguistics
Gross, Maurice
Englewood Cliffs (N.J.). Prentice-Hall. 1972. XVI, 159 S.. Prentice-Hall foundations of modern linguistics series.