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  1. Satyakumari Sharma,Rahul Sharma and G.S. Rawat. Fertilizer and Crop Geometry for Clusterbean Varieties. – М.: LAP Lambert Academic Publishing, 2015. – 76 с.
  2. Tessa van der Hoorn. Tropical Geometry. – М.: LAP Lambert Academic Publishing, 2012. – 68 с.

Дополнительные результаты

  1. Richard P. Tucker. Insatiable Appetite: The United States and the Ecological Degradation of the Tropical World. – М.: , 0. – 0 с.
  2. Charles A. S. Hall, Gregoire Leclerc, Carlos Leon Perez. Quantifying Sustainable Development : The Future of Tropical Economies. – М.: , 0. – 0 с.
  3. Kerry McLean. 501 GEOMETRY QUESTIONS & ANSWERS. – М.: , 0. – 0 с.
  4. Colleen Schultz. Just in Time Geometry (Just in Time Series). – М.: LearningExpress, 2004. – 288 с.
  5. Fred P. Gale. The Tropical Timber Trade Regime (International Political Economy Series). – М.: , 0. – 0 с.
  6. J. P. Makeham, L. R. Malcolm. The Economics of Tropical Farm Management. – М.: , 0. – 0 с.
  7. Donald G. Saari. Basic Geometry of Voting (Basic Geometry of Voting). – М.: , 2003. – 0 с.
  8. Debra Anne Ross. Master Math: Geometry (Master Math). – М.: , 2004. – 0 с.
  9. Integrated Land-Change Science and Tropical Deforestation in the Southern Yucatan: Final Frontiers (Clarendon Lectures in Geography and Environmental Studies). – М.: , 2004. – 0 с.
  10. Tropical Babylons: Sugar and the Making of the Atlantic World, 1450-1680. – М.: , 2004. – 368 с.
  11. Khp Arhin. Marketing Boards in Tropical Africa. – М.: , 1985. – 216 с.
  12. Jean-Daniel Boissonnat, Mariette Yvinec, H. Bronniman. Algorithmic Geometry. – М.: , 0. – 0 с.
  13. Mark Saul. Hadamard's Plane Geometry: A Reader's Companion. – М.: , 2010. – 353 с.
  14. Tropical Forest Community Ecology. – М.: , 2008. – 536 с.
  15. Pierre Henry-Labordere. Analysis, Geometry, and Modeling in Finance (Chapman & Hall/Crc Financial Mathematics Series). – М.: , 2008. – 400 с.
  16. O. Bottema. Topics in Elementary Geometry. – М.: Springer, 2008. – 142 с.
  17. Barbara A. Holzman. Tropical Forest Biomes (Greenwood Guides to Biomes of the World). – М.: , 2008. – 264 с.
  18. Jeff Cheeger and David G. Ebin. Comparison Theorems in Riemannian Geometry (AMS Chelsea Publishing). – М.: , 2008. – 161 с.
  19. Matthew Baker, Brian Conrad, Samit Dasgupta, Kiran S. Kedlaya, Jeremy Teitelbaum, edited by David Sa. $p$-adic Geometry (University Lecture Series). – М.: , 2008. – 203 с.
  20. V. M. Buchstaber and I. M. Krichever. Geometry, Topology, and Mathematical Physics (American Mathematical Society Translations Series 2). – М.: , 2008. – 284 с.
  21. The Travel and Tropical Medicine Manual. – М.: , 2008. – 688 с.
  22. A. E. Layng. Euclid's Elements Of Geometry: Books I. II. III. IV. VI And Portions Of Books V. And XI., With Notes, Examples, Exercises, Appendices And A Collection Of Examination Papers. – М.: , 2008. – 372 с.
  23. Dan Abramovich, Marcos Marino, Michael Thaddeus, Ravi Vakil. Enumerative Invariants in Algebraic Geometry and String Theory: Lectures given at the C.I.M.E. Summer School held in Cetraro, Italy, June 6-11, 2005 (Lecture ... Mathematics / Fondazione C.I.M.E., Firenze). – М.: , 2008. – 210 с.
  24. A Handbook of Tropical Soil Biology: Sampling and Characterization of Below-Ground Biodiversity. – М.: , 2008. – 240 с.
  25. Emerging Topics on Differential Geometry and Graph Theory. – М.: , 2010. – 0 с.
  26. Helga Baum, Andreas Juhl. Conformal Differential Geometry: Q-Curvature and Conformal Holonomy (Oberwolfach Seminars). – М.: , 2010. – 164 с.
  27. Wilfrid S. Kendall, Ilya Molchanov. New Perspectives in Stochastic Geometry. – М.: , 2010. – 608 с.
  28. CliffsNotes Geometry Practice Pack. – М.: , 2010. – 264 с.
  29. Algebra, Arithmetic, and Geometry: Volume II: In Honor of Yu. I. Manin (Progress in Mathematics). – М.: , 2010. – 600 с.
  30. Michael O'Leary. Revolutions of Geometry (Pure and Applied Mathematics: A Wiley-Interscience Series of Texts, Monographs and Tracts). – М.: , 2010. – 587 с.
  31. Marcel Berger. Geometry Revealed: A Jacob's Ladder to Modern Higher Geometry. – М.: , 2010. – 860 с.
  32. Jason Sippel, Fuqing Zhang. Predictability of Tropical Cyclones: "Understanding the limits and uncertainties in Hurricane Prediction". – М.: , 2010. – 176 с.
  33. Michael O?Leary. Revolutions of Geometry. – М.: , 2010. – 160 с.
  34. The Math Forum. Dr. Math® Introduces Geometry. – М.: , 2004. – 192 с.
  35. Joo Hwa Bay. Tropical Sustainable Architecture. – М.: , 2010. – 512 с.
  36. K. Shiohama. Geometry of Manifolds. – М.: , 2010. – 517 с.
  37. A.D. Bruno. Power Geometry in Algebraic and Differential Equations,57. – М.: , 2010. – 396 с.
  38. Author Unknown. Handbook of the Geometry of Banach Spaces,Volume 2. – М.: , 2010. – 870 с.
  39. Bridget J.M. Stutchbury. Behavioral Ecology of Tropical Birds. – М.: , 2010. – 165 с.
  40. Adalberto Luis Val. The Physiology of Tropical Fishes,21. – М.: , 2010. – 400 с.
  41. Author Unknown. Handbook of Convex Geometry,Volume B. – М.: , 2010. – 0 с.
  42. Author Unknown. Handbook of Convex Geometry,Volume A. – М.: , 2010. – 0 с.
  43. M.A. Akivis. Projective Differential Geometry of Submanifolds,49. – М.: , 2010. – 0 с.
  44. Regina Macedo. Behavioral ecology of tropical animals,42. – М.: , 2010. – 240 с.
  45. Franki J.E. Dillen. Handbook of Differential Geometry. – М.: , 2010. – 574 с.
  46. Alain Connes. Noncommutative Geometry. – М.: , 2010. – 661 с.
  47. Author Unknown. The geometry of geodesics,6. – М.: , 2010. – 0 с.
  48. Author Unknown. Local analytic geometry,14. – М.: , 2010. – 0 с.
  49. Author Unknown. Geometry of manifolds,15. – М.: , 2010. – 0 с.
  50. Author Unknown. Projective geometry and projective metrics,3. – М.: , 2010. – 0 с.
  51. Gordon Cook. Tropical Medicine. – М.: , 2010. – 296 с.
  52. Hassan Akbar-Zadeh. Initiation to Global Finslerian Geometry,68. – М.: , 2010. – 264 с.
  53. Isaac Chavel. Eigenvalues in Riemannian Geometry,115. – М.: , 2010. – 362 с.
  54. Barrett O'Neill. Semi-Riemannian Geometry With Applications to Relativity, 103,103. – М.: , 2010. – 468 с.
  55. P. Giresse. Tropical and sub-tropical West Africa - Marine and continental changes during the Late Quaternary,10. – М.: , 2010. – 406 с.
  56. Barrett O'Neill. Elementary Differential Geometry, Revised 2nd Edition. – М.: , 2010. – 520 с.
  57. Walter A. Meyer. Geometry and Its Applications. – М.: , 2010. – 560 с.
  58. Reinhard Klette. Digital Geometry. – М.: , 2010. – 500 с.
  59. William M. Boothby. An Introduction to Differentiable Manifolds and Riemannian Geometry, Revised,120. – М.: , 2010. – 400 с.
  60. F.J.E. Dillen. Handbook of Differential Geometry, Volume 1. – М.: , 2010. – 0 с.
  61. J.R. Sack. Handbook of Computational Geometry. – М.: , 2010. – 0 с.
  62. E.J. Ferguson Wood. Tropical Marine Pollution. – М.: , 2010. – 0 с.
  63. George L. Hersey. Architecture and Geometry in the Age of the Baroque. – М.: University of Chicago Press, 2003. – 280 с.
  64. David W Steadman. Extinction and Biogeography of Tropical Pacific Birds. – М.: , 2006. – 480 с.
  65. Felix Driver. Tropical Visions in an Age of Empire. – М.: , 2005. – 280 с.
  66. Mark W Moffett. The High Frontier – Exploring the Tropical Rainforest Canopy (Paper). – М.: , 1994. – 192 с.
  67. Mark W Moffett. The High Frontier – Exploring the Tropical Rainforest Canopy. – М.: , 1994. – 192 с.
  68. Eugene M. Izhikevich. Dynamical Systems in Neuroscience – The Geometry of Excitability and Bursting. – М.: , 2010. – 528 с.
  69. E REITMAN. Reitman: ?exploring? The Geometry Of Nature: Compu Ter Modeling Of Chaos Fractals (pr Only). – М.: , 1989. – 208 с.
  70. F Delaporte. The History of Yellow Fever – An Essay on the Birth of Tropical Medicine. – М.: , 1991. – 198 с.
  71. Tendler. Good Government in the Tropics. – М.: , 1997. – 0 с.
  72. Virginia M Walsh. Global Institutions and Social Knowledge – Generating Research at the Scripps Institution and the Inter–American Tropical Tuna Comm 1900s–1990s. – М.: , 2004. – 208 с.
  73. Olivier Faugeras. The Geometry of Multiple Images – The Laws That Govern the Formation of Multiple Images of a Scene and Some of Their Applications. – М.: , 2004. – 672 с.
  74. Igusa. Algebraic Analysis, Geometry, and Number Theory. – М.: , 1990. – 0 с.
  75. Walker. Village and Household Economies in India?s Semi–Ar id Tropics. – М.: , 1990. – 0 с.
  76. Nicolas Wey Gomez. The Tropics of Empire – Why Columbus Sailed South to the Indies. – М.: , 2008. – 584 с.
  77. Manuel Puig. Tropical Night Falling. – М.: , 1993. – 0 с.
  78. Eldredge Bermingham. Tropical Rainforests – Past, Present and Future. – М.: , 2005. – 672 с.
  79. White. Tropics of Discourse. – М.: , 1978. – 0 с.
  80. Philip P Boucher. France and the American Tropics to 1700 – Tropics of Discontent. – М.: , 2008. – 280 с.
  81. Randall M Packard. The Making of a Tropical Disease – A Short History of Malaria. – М.: , 2008. – 312 с.
  82. James W Hall. Tropical Freeze (Paper). – М.: , 1999. – 446 с.
  83. Joel Levine. Biomass Burning & Global Change V 2 – Biomass Burning in the Tropical & Temperate Ecosystems. – М.: , 1997. – 418 с.
  84. Igusa. Algebraic Geometry. – М.: , 1977. – 0 с.
  85. Herbert Busemann. Metric Methods of Finsler Spaces & in the Foundations of Geometry. – М.: , 1942. – 244 с.
  86. Mark Ryan. Geometry Workbook For Dummies®. – М.: , 2006. – 312 с.
  87. John G Robinson. Hunting for Sustainability in Tropical Forests. – М.: , 2000. – 604 с.
  88. Mary Bailey. Tropical Fishlopaedia. – М.: , 2000. – 320 с.
  89. Peter Gardenfors. Conceptual Spaces – The Geometry of Thought. – М.: , 2000. – 320 с.
  90. Richard Evan Schwartz. Spherical CR Geometry and Dehn Surgery. – М.: , 2007. – 200 с.
  91. Norman. Myers. The Primary Source – Tropical Forests & Our Future Rev. – М.: , 1992. – 448 с.
  92. Richard Evan Schwartz. Spherical CR Geometry and Dehn Surgery. – М.: , 2007. – 200 с.
  93. Roger D Stone. Tropical Forests & the Human Spirit – Journeys to the Brink of Hope. – М.: , 2002. – 326 с.
  94. Fukagawa Hidetoshi. Sacred Mathematics – Japanese Temple Geometry. – М.: , 2008. – 440 с.
  95. Thomas K Rudel. Tropical Forests – Regional Paths of Destruction and Regeneration. – М.: , 2005. – 234 с.
  96. Lynette Long. Groovy Geometry. – М.: , 2003. – 128 с.
  97. Olivier Druet. Blow–Up Theory for Elliptic PDEs in Riemannian Geometry. – М.: , 2004. – 224 с.
  98. Jw Hall. Tropical Freeze. – М.: , 1989. – 0 с.
  99. Howard Anton. Calculus with Analytic Geometry, Brief Edition. – М.: , 1995. – 800 с.
  100. David B. Dooner. The Kinematic Geometry of Gearing. – М.: , 1995. – 472 с.
  101. WWJ HULSBERGEN. Hulsbergen: Conjectures In Arithmetic Algebraic Geometry. – М.: , 1992. – 244 с.
  102. Shmuel Weinberger. Computers, Rigidity, and Moduli – The Large Scale Fractal Geometry of Riemannian Moduli Space. – М.: , 2005. – 160 с.
  103. Anna Ottani Cavina. Geometries of Silence – Three Approaches to Neoclassical Art. – М.: , 2005. – 288 с.
  104. Harald Niederreiter. Algebraic Geometry in Coding Theory and Cryptography. – М.: , 2009. – 248 с.
  105. S NIEUWOLT. Nieuwolt ?tropical? Climatology – An Intro To The Climates Of The Low Latitudes. – М.: , 1977. – 207 с.
  106. Seth La–Anyane. Economics of Agricultural Development in Tropical Africa. – М.: , 1985. – 170 с.
  107. S CAIRNCROSS. Cairncross ?environmental? Health Engineering In T He Tropics – An Introductory Text. – М.: , 1983. – 298 с.
  108. Howard Anton. Calculus with Analytic Geometry. – М.: , 1992. – 1008 с.
  109. Olivier Faugeras. The Geometry of Multiple Images – The Laws That Govern the Formation of Multiple Images of a Scene & Some of Their Applications. – М.: , 2001. – 668 с.
  110. Maureen A Donnelly. Ecology and Evolution in the Tropics – A Herpetological Perspective. – М.: , 2005. – 584 с.
  111. Lindsey Fallow. Head First 2D Geometry. – М.: , 2009. – 354 с.
  112. Lindsey Fallow. Head First 3D Geometry. – М.: , 2009. – 300 с.
  113. Edwin M. Hemmerling. Fundamentals of College Geometry. – М.: , 1970. – 464 с.
  114. SL SALAS. Salas ?calculus? – One And Several Variables With Analytic Geometry Combined 4ed. – М.: , 1982. – 1136 с.
  115. H Behnke. Fundamentals of Mathematics – Geometry V 2. – М.: , 1984. – 698 с.
  116. Bruce M Beehler. Lost Worlds – Adventures in the Tropical Rainforest. – М.: , 2009. – 272 с.
  117. N Myers. Myers: The ?primary Source? – Tropical Forests & Our Future (paper) ??african Countries Only??. – М.: , 1985. – 414 с.
  118. Hida. Contributions to Automorphic Forms, Geometry and Number Theory. – М.: , 2004. – 944 с.
  119. H MAN. Anton ?students Solutions? Manual To Accompany ?calculus? With Analytic Geometry. – М.: , 1980. – 452 с.
  120. Living in a Dynamic Tropical Forest Landscape. – М.: , 2008. – 652 с.
  121. Lynn Zelevansky. Beyond Geometry – Experiments in Form 1940s–1970s. – М.: , 2004. – 240 с.
  122. R. David Gustafson. Elementary Plane Geometry. – М.: , 1985. – 358 с.
  123. Kamarck. The Tropics and Economic Development. – М.: , 1976. – 0 с.
  124. LK OPEKE. Opeke ?tropical? Tree Crops. – М.: , 1982. – 330 с.
  125. LK OPEKE. Opeke ?tropical? Tree Crops. – М.: , 1982. – 330 с.
  126. Paul Virilio. Living in a Dynamic Tropical Forest Landscape. – М.: , 2008. – 200 с.
  127. Peter Wade. Music, Race & Nation – Musica Tropical in Colombia. – М.: , 2000. – 296 с.
  128. William Easterly. The Elusive Quest for Growth – Economists Adventures & Misadventures in the Tropics. – М.: , 2001. – 356 с.
  129. Shreeram Abhyankar. Ramification Theoretic Methods in Algebraic Geometry. – М.: , 1994. – 106 с.
  130. CRC. The Effects of Tropical Storm Agnes on the Chesape ake Bay Estuarine System. – М.: , 1977. – 0 с.
  131. Kamarck. The Tropics and Economic Development. – М.: , 1976. – 0 с.
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  133. Professor Dietrich Stoyan. Stochastic Geometry and its Applications. – М.: , 2008. – 456 с.
  134. Tendler. Good Government in the Tropics. – М.: , 1998. – 240 с.
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