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GG Sedimentology --- RMCA --- Estuarine oceanography --- Estuarine oceanography. --- Mathematical models. --- Oceanography --- Mathematical models
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'Ocean Biogeochemical Dynamics' provides a broad theoretical framework upon which graduate students and upper-level undergraduates can formulate an understanding of the processes that control the mean concentration and distribution of biologically utilized elements and compounds in the ocean. Though it is written as a textbook, it will also be of interest to more advanced scientists as a wide-ranging synthesis of our present understanding of ocean biogeochemical processes. The first two chapters of the book provide an introductory overview of biogeochemical and physical oceanography. The next four chapters concentrate on processes at the air-sea interface, the production of organic matter in the upper ocean, the remineralization of organic matter in the water column, and the processing of organic matter in the sediments. The focus of these chapters is on analyzing the cycles of organic carbon, oxygen, and nutrients. The next three chapters round out the authors' coverage of ocean biogeochemical cycles with discussions of silica, dissolved inorganic carbon and alkalinity, and CaCO3. The final chapter discusses applications of ocean biogeochemistry to our understanding of the role of the ocean carbon cycle in interannual to decadal variability, paleoclimatology, and the anthropogenic carbon budget. The problem sets included at the end of each chapter encourage students to ask critical questions in this exciting new field. While much of the approach is mathematical, the math is at a level that should be accessible to students with a year or two of college level mathematics and/or physics.
Chemical oceanography --- Biogeochemistry --- Océanographie chimique --- Biogéochimie --- Mathematical models --- Biogeochemistry. --- Chemical oceanography. --- Mathematical models. --- Océanographie chimique --- Biogéochimie --- Marine chemistry --- Océanographie chimique. --- Biogéochimie. --- Modèles mathématiques --- Modèles mathématiques. --- Oceanography --- Water chemistry --- Biochemistry --- Geochemistry --- Chemical oceanography - Mathematical models --- Biogeochemistry - Mathematical models
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Demography --- Third World: economic development problems --- Yugoslavia --- Kenya --- Brazil --- Philippines --- Bevolking --- Population --- Economic development --- Income distribution --- Economic aspects --- Mathematical models --- Developing countries: economic development problems --- Population - Economic aspects - Mathematical models --- Economic development - Mathematical models --- Income distribution - Mathematical models --- Demography - Economic aspects - Mathematical models
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State-of-the-art analysis of geological structures has become increasingly quantitative but traditionally, graphical methods are used in teaching. This innovative lab book provides a unified methodology for problem-solving in structural geology using linear algebra and computation. Assuming only limited mathematical training, the book begins with classic orientation problems and progresses to more fundamental topics of stress, strain and error propagation. It introduces linear algebra methods as the foundation for understanding vectors and tensors, and demonstrates the application of geometry and kinematics in geoscience without requiring students to take a supplementary mathematics course. All algorithms are illustrated with a suite of online MATLAB functions, allowing users to modify the code to solve their own structural problems. Containing 20 worked examples and over 60 exercises, this is the ideal lab book for advanced undergraduates or beginning graduate students. It will also provide professional structural geologists with a valuable reference and refresher for calculations.
Geology, Structural--Mathematics. --- Geology, Structural --- Géomorphologie structurale --- Mathematics. --- Mathématiques --- Rock deformation --- Deformation, Rock --- Deformations (Mechanics) --- Geotectonics --- Structural geology --- Tectonics (Geology) --- Physical geology --- Mathematics --- Mathematical models --- Mathématiques. --- Mathematical models.
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Biomathematics. Biometry. Biostatistics --- General ecology and biosociology --- Ecology --- Biotic communities --- Animal populations --- Mathematical models --- -Biotic communities --- -Ecology --- Balance of nature --- Biology --- Bionomics --- Ecological processes --- Ecological science --- Ecological sciences --- Environment --- Environmental biology --- Oecology --- Environmental sciences --- Population biology --- Biocenoses --- Biocoenoses --- Biogeoecology --- Biological communities --- Biomes --- Biotic community ecology --- Communities, Biotic --- Community ecology, Biotic --- Ecological communities --- Ecosystems --- Natural communities --- Demography, Wildlife --- Populations, Animal --- Wildlife demography --- Wildlife populations --- Animal ecology --- Ecology. --- Mathematics. --- Mathematical models. --- Biotic communities - Mathematical models --- Animal populations - Mathematical models
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Ecology --- Global environmental change --- Environmental change, Global --- Global change, Environmental --- Global environmental changes --- Change --- Mathematical models --- Meteorology. Climatology --- General ecology and biosociology --- Climatic changes
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Geografische informatiesystemen --- Geographic information systems --- Systèmes d'information géographique --- Archaeology --- Excavations (Archaeology) --- Archéologie --- Fouilles (Archéologie) --- Data processing --- Mathematical models --- Computer simulation --- Informatique --- Modèles mathématiques --- Simulation informatique --- Archéologie --- Systèmes d'information géographique --- Fouilles (Archéologie) --- Modèles mathématiques --- Mathematical models. --- Computer simulation.
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Economics, Prehistoric --- Economic anthropology --- Economie préhistorique --- Mathematical models --- Data processing --- Modèles mathématiques --- -#SBIB:39A2 --- -Economic prehistory --- Palaeoeconomics --- Palaeoeconomy --- Paleoeconomics --- Paleoeconomy --- Prehistoric economics --- Antropologie: methoden en technieken --- Data processing. --- Mathematical models. --- -Data processing --- Economie préhistorique --- Modèles mathématiques --- #SBIB:39A2 --- Economic prehistory --- Commerce, Primitive --- Economics, Primitive --- Economics --- Ethnology
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Pottery --- Pottery, Prehistoric --- Ethnoarchaeology --- Gender & Ethnic Studies --- Social Sciences --- Ethnic & Race Studies --- Ethnic archaeology --- Ethnicity in archaeology --- Ethnology in archaeology --- Archaeology --- Ethnology --- Social archaeology --- Prehistoric pottery --- Industries, Primitive --- Ceramic art --- Ceramics (Art) --- Chinaware --- Crockery --- Earthenware --- Pottery, Primitive --- Ceramics --- Decorative arts --- House furnishings --- Firing (Ceramics) --- Saggers --- Mathematical models. --- Mathematical models --- Methodology --- Bantu --- Pottery. --- Ethnoarchaeology. --- Technology --- South Africa --- Antiquities. --- Industries, Prehistoric
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Biomathematics. Biometry. Biostatistics --- Plant physiology. Plant biophysics --- Plant embryology and development --- Growth (Plants) --- Experiments --- Mathematical models --- Measurement --- -Growth (Plants) --- -581.143.28 --- 581.143.28 --- Plant growth --- Plants --- Growth --- Plant physiology --- Meristems --- Plant growth-promoting rhizobacteria --- Rejuvenescence (Botany) --- Rate of growth. Growth periodicity. Rest periods. Hibernation. Dormancy --- Development --- Plant and Crop Sciences. Botany --- Plant Physiology --- Plant Growth --- Measurement. --- Plant Growth. --- 581.143.28 Rate of growth. Growth periodicity. Rest periods. Hibernation. Dormancy --- Growth (Plants) - Experiments --- Growth (Plants) - Mathematical models --- Growth (Plants) - Measurement
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