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Sample Chapters - Mathematical Sciences
Environmetrics -
Eds. Abdel H.El-Shaarawi and Jana Jureckova
Statistical Analysis of Ecological Diversity
Descriptive Measures of Ecological Diversity
Sampling Designs for Monitoring Ecological Diversity
Inference on Ecological Diversity
The Inventory and Estimation of Plant Species Richness
Spatial Statistics
Geostatistics: Past, Present and Future
Spatial Design
Statistical Analysis of Spatial Count Data
Spatial Disease Mapping
Multivariate Data Analysis
The Analysis of Putative Sources of Health Hazard
Spatio-temporal Methods in Climatology
Rank Tests For Independence And Randomness
Area Precipitation Measurement
Water-Quality Monitoring of Rivers
Stochastic Modeling in Life Support Systems
Economic Aspects of Monitoring Environmental Factors: A Cost-Benefit Approach
Trend Analysis for Environmental Factors: Time Effects on Nitrous Oxide (N2O) Levels at Mace Head, Ireland
Biometrics -
Eds. Susan R. Wilson and Conrad J. Burden
Modern Biometry
Data Collection and Analysis in Biometrics
The Design of Experiments
Sample Surveys
Response Adaptive Randomization in Clinical Trials
Time Series Models
Estimating Species Abundance
Statistical Methodology in Biometry
Linear Regression Models
Generalized Linear Modeling
Categorical Data Analysis
Survival Analysis
Multivariate and Multidimensional Analysis
Repeated Measures and Multilevel Modeling
Meta-Analysis
Computation and Biometry
Statistical Graphics
Computer-Intensive Statistical Methods
Statistical Computing
Spatial Statistical Modeling in Biology
Biostatistical Methods and Research Designs
Epidemiology Methods
Communicable Diseases and Data Analysis
Nutritional Epidemiology
Statistical Methods in Laboratory and Basic Science Research
Statistical Methods for Toxicology
Selected Topics in Biometry
Statistical Methodology in Agriculture and Horticulture
Statistical Methodology in Forestry
Statistical Ecology and Environmental Statistics
Population Genetics
Statistical Genetics
Bioinformatics: Past, Present and Future
Mathematics: Concepts and Foundations -
Ed. Huzihiro Araki
A View of Mathematics
Mathematics through Millenia
Mathematics Alive and in Action
Algebra
Matrices, Vectors, Determinant and Linear Algebra
Groups and Applications
Rings and Modules
Fields and Algebraic Equations
Number Theory and Applications
Algebraic Geometry and Applications
Basic Notions of Geometry and Euclidean Geometry
Affine Geometry, Projective Geometry, and Non-Euclidean Geometry
Differential Geometry
Topology
Complex Analytic Geometry
Differential and Integral Calculus
Complex Analysis
Measure and Probability
Functional Analysis and Function Spaces
Numerical Analysis and Computation
Infinite Analysis
Fourier Analysis and Integral Transforms
Operator Theory and Operator Algebra
Formal Logic
Model Theory
Proof Theory and Constructive Mathematics
Computability and Complexity
Set Theory
Logic and Computer Science
Modal Logic and Its Applications
A Basic Example of NonLinear Equations: The Navier-Stokes Equations
Calculus of Variations, Partial Differential Equations, and Geometry
Linear Differential Equations
Differential Equations and Symplectic Geometry
From the Atomic Hypothesis To Microlocal Analysis
Discrete Mathematics
Graph Theory
Combinatorics
Computational Complexity
Optimization
Introduction To Mathematical Aspects of Quantum Chaos
Probability and Statistics -
Ed. Reinhard Viertl
Probability and Statistics
Probability Theory
Mathematical Foundations and Interpretations of Probability
Random Variables and Their Distributions
Limit Theorems of Probability Theory
Alternative Probabilistic Systems
Stochastic Processes and Random Fields
Construction of Random Functions and Path Properties
Markov Processes
Stochastic Calculus
Stochastic Differential Equations
Stationary Processes
Ergodic Properties of Stationary, Markov, and Regenerative Processes
Homogeneous Random Fields and Their Evaluation
Probabilistic Models and Methods
Statistical Simulation and Numerical Procedures
Insurance Mathematics
Mathematical Models in Finance
Reliability and Maintainability
Inventories, Water Storage and Queues
Information Theory and Communication
Foundations of Statistics
Preliminary Data Analysis
Statistical Inference
Statistical Parameter Estimation
Statistical Testing of Hypotheses
Robust Statistics
Bayesian Statistics
Statistical Inference with Imprecise Data
Applied Statistics
Correlation Analysis
Regression Analysis
Analysis of Variance and Analysis of Covariance
Sample Method and Quality Control
Time Series Analysis
Statistical Experiments and Optimal Design
Mathematical Models of Life Support Systems -
Eds. Valeri I. Agoshkov, Jean-Pierre Puel
Mathematical Models of Life Support Systems
Introduction to Mathematical Modeling
Mathematical Modeling of Life Support Systems: Classification of Models
Mathematical Models in Water Sciences
Mathematical Models of Circulation in Oceans and Seas
Mathematical Models for Water Resources Management
Mathematical Models of Plasma Physics
Mathematical Models and Simulation in Environment
Mathematical Models for Prediction of Climate
Mathematical Modeling in Meteorology and Weather Forecasting
Environmental Pollution and Degradation Models
Food Production and Agricultural Models: Basic Principles of Development
Mathematical Models of Soil Irrigation and Salting
Deterministic Models of Plant Environment
Mathematical Models of Agricultural Supply
Mathematical Models in Biophysics
Population Models
Pattern Formation and Neural Models
Mathematical Models in Immunology
Mathematical Modeling in Medicine
Mathematical Models and Control of Catastrophic Processes
Models and Methods of Actuarial Mathematics
Mathematical Modeling and Global Processes
Mathematical Models -
Eds. Jerzy A. Filar, Jacek B. Krawczyk
Mathematical Models
Basic Principles of Mathematical Modeling
Classification of Models
Basic Methods of the Development and Analysis of Mathematical Models
Measurements in Mathematical Modeling and Data Processing
Controllability, Observability and Stability of Mathematical Models
Identification, Estimation and Resolution of Mathematical Models
Mathematical Theory of Data Processing in Models (Data Assimilation Problems)
Chaos and Cellular Automata
Mathematical Models in Hydrodynamics
Mathematical Modeling of Flow in Watersheds and Rivers
Mathematical Models of Circulations in Oceans and Seas
Wave Modeling at the Service of Security in Marine Environment
Mathematical Modeling of the Transport of Pollution in Water
Mathematical Models in Electric Power Systems
Mathematical Models of Nuclear Energy
Mathematical Models in Chemical Physics and Combustion Theory
Mathematical Modeling and Simulation Methods in Energy Systems
Mathematical Models of Climate
Mathematical Models in Meteorology and Weather Forecasting
Mathematical Models of Human-Induced Global Change
Mathematical Models in Air Quality Problems
Infiltration and Ponding
Mathematical Equations of the Spread of Pollution in Soils
Mathematical Soil Erosion Modelling
Mathematical Models of Biology
Mathematical Models of Marine Ecosystems
Population Models
Models of Biodiversity
Mathematical Models in Epidemiology
Mathematical Models of Public Health Policy
Mathematical Modeling and the Human Genome
Mathematical Models of Society and Development: Dealing with the Complexity of Multiple-Scales and the semiotic process associated with development
Mathematical Models in Demography and Actuarial Mathematics
Mathematical Models in Economics
Ecological and Socio-ecological Economic Models
Mathematical Modeling in Social and Behavioral Science
Mathematical Models of Management of the Environment and its Natural Resources
Mathematical Models of Global Trends and Technological Change
Computational Methods and Algorithms -
Eds. Vladimir V.Shaidurov, Olivier Pironneau
Computational Methods and Algorithms
Basic Methods for Solving Equations of Mathematical Physics
Methods of Potential Theory
Eigenvalue Problems: Methods of Eigenfunctions
Methods of Integral Transforms
Discretization Methods for Problems of Mathematical Physics
Variational Formulation of Problems and Variational Methods
Methods of Transformation Groups
Numerical Analysis and Methods for Ordinary Differential Equations
Solution of Systems of Linear Algebraic Equations
Numerical Integration
Numerical Methods for Ordinary Differential Equations and Dynamic Systems
Finite Element Method
An Introduction to Finite Volume Methods
Numerical Methods for Integral Equations
Numerical Algorithms for Inverse and Ill-Posed Problems
Solution of Electromagnetism Theory Problems
Computational Methods in Elasticity
Computational Methods for Compressible Flow Problems
Methods of Nonlinear Kinetics
Methods for Magnetosphere and Near-Space Problems
Numerical Simulation of Climate Problems
Numerical Simulation of Biosphere Dynamics
Numerical Methods for Weather Forecasting Problems
Inverse Problems and Imaging: Past, Present and Future
Optimization and Operations Research -
Ed. Ulrich Derigs
Optimization and Operations Research
Fundamentals of Operations Research
The Role of Modeling
Linear Programming
Nonlinear Programming
Dynamic Programming
Discrete Optimization
The Role of Software in Optimization and Operations Reseach
Advanced Deterministic Optimization
Combinatorial Optimization and Integer Programming
Graph and Network Optimization
Scheduling
Routing Problems
Large Scale Optimization
Duality Theory
Nonsmooth Optimization
Global Optimization and Meta-Heuristics
Approximation Algorithms
Optimization in Infinite Dimensions
The Principles of the Calculus of Variations
The Maximum Principle of Pontryagin
Dynamic Programming and Bellman's Principle
Optimization and Control of Distributed Processes
Nonconvex Variational Problems
Game Theory
Foundations of Non-Cooperative Games
NTU-Games
TU-Games
The Equivalence Principle
Mechanism Theory
Stochastic and Repeated Games
Evolution and Learning in Games
Experimental Game Theory
Stochastic Operations Research
Markov Models
Markov Decision Processes
Stochastic Games
Queueing Systems
Inventory Models
Investment Models
Adaptive Dynamic Programming
Decision Analysis
Expected Utility Theory and Alternative Approaches
Risk-Defusing Behavior
Decision Problems and Decision Models
Multiple-Criteria Decision Making
Decision Trees and Influence Diagrams
Framing Effects in Theory and in Practice
Fuzzy Decision Theory
Measurement of Risk
Foundations of Target-Based Decision Theory
History of Mathematics -
Eds. Vagn Lundsgaard Hansen, Jeremy Gray
Mathematics In Egypt And Mesopotamia
History Of Trigonometry To 1550
Mathematics in Japan
From Geometry To Topology
The Mathematization Of The Physical Sciences - Differential equations of nature
A Short History of Dynamical Systems Theory: 1885-2007
Measure theories and ergodicity problems
The Number Concept and Number Systems
Operations Research and Mathematical Programming: From War to Academia - A Joint Venture
Elementary mathematics from an advanced standpoint
The History and Concept of Mathematical Proof
Geometry In The 20th Century
Bourbaki, An epiphenomenon in the History Of Mathematics
History and Development of Granular Computing
History of Mathematics Education
History of Mathematics Education in Brazil
History of Mathematics Education - Italy
History and Epistemology in Mathematics Education
History and Pedagogy of Mathematics in France
Mathematics, Civilization, and Progress
Mathematical Models in Economics -
Ed. Wei-Bin Zhang
Mathematical Models in Economics
Introduction to Mathematical Economics
Mathematical Models in Input-Output Economics
Economic Dynamics
Econometric Methods
General Equilibrium
Labor Market Analysis: Issues and Facts
Household Behavior and Family Economics
Welfare Theory: History and Modern Results
Social Choice
Mathematical Modeling in Agricultural Economics
Models of Economic Growth
Mathematical Models of Environmental Economics
Money in Economic Analysis
Models of International Economics
Growth, Development and Technological Change
Innovation and Economic Dynamics
Growth and Development with Income and Wealth Distribution
Mathematical Models of Transportation and Networks
Mathematical Models in Regional Economics
Mathematical Models of Resource and Energy Economics
Mathematical Models in Spatial Economics
Mathematical Physiology -
Eds. Andrea De Gaetano,Pasquale Palumbo
Microarray Data Analysis: Acquiring A Systemic View In Biology
Modeling the Cell Cycle
Cell Membrane and Ion Channels
CA2+ Dynamics, CA2+ Waves and the Topography of the CA2+ Control System
Mathematical Models of Excitability in Biological Membranes, Cells and Networks
Signal Transmission In Neurons
Mathematical Modeling of the Cardiovascular System and Its Control Mechanisms
Mathematical Modeling of the Circulatory System
Hemodynamics in Humans: Physiology and Mathematical Models
Mathematical Modeling of the Respiratory System
Delay Differential Equation Models in Diabetes Modeling: A Review
Mathematical Physiology of the Gastrointestinal System - The Importance, the Problems, the Solutions
Mathematical Modeling of the Tubuloglomerular Feedback Mechanism in the Kidney
Posture, Equilibrium, and Postural Stabilization
Modeling Approaches in Embryo Development
Bone Tissue Re Modeling – The Local And Systemic Control And Mathematical Modeling
Systems Science and Cybernetics: The Long Road to World Sociosystemicity -
Ed. Francisco Parra-Luna
Systems Science and Cybernetics: The Long Road to World Sociosystemicity
System Theories: Synergetics
History and Philosophy of the Systems Sciences: The Road Toward Uncertainty
General Systems Theory
Living Systems Theory
Entropy Systems Theory
Actor-System-Dynamics Theory
Ethics as Emergent Property of the Behavior of Living Systems
Axiological Systems Theory
Evolutionary Complex Systems
Epistemological Aspects of Systems Theory Related to Biological Evolution
Socio-Technical Systems: History and State-of-the Art
The Geometry of Thinking
Systems Approaches: A Technology for Theory Production
The Systems Sciences in Service of Humanity
General Systems Weltanschauung
Metamodeling
Designing Social Systems
A Systems Design of the Future
Soft Systems Methodology
Social Problem Diagnosis: A Sociopathology Identification Model
Critical Systems Thinking
Total Systems Intervention
Integrative Systems Methodology
WSR Decisions for a Sustainable Future
Psychological and Cultural Dynamics of Sustainable Human Systems
The Dynamics of Social and Cultural Change
Formal Approaches to Systems
The Quantification of System Domains
Chaos: Back to "Paradise Lost": Predictability. The Century of the Emergence of Systemic Thought and Chaos Theory
Transdisciplinary Unifying Theory: Its Formal Aspects
General Systems Problem Solver
Cybernetics: Cybernetics and the Theory of Knowledge
History of Cybernetics
Existing Cybernetics Foundations
Second Order Cybernetics
Knowledge and Self-Production Processes in Social Systems
Cybernetics and the Integration of Knowledge
Cybernetics and Communication
Bipolar Feedback
Computational Intelligence
General Principles and Purposes of Computational Intelligence
Neural Networks
Simulated Annealing: From Statistical Thermodynamics to Combinatory Problems Solving
Adaptive Systems
Biological Intelligence and Computational Intelligence
UNESCO - EOLSS Component Encyclopedias
Earth and Atmospheric Sciences
Mathematical Sciences
Biological, Physiological and Health Sciences
Social sciences and Humanities
Physical Sciences, Engineering and Technology Resources
Chemical Sciences, Engineering and Technology Resources
Water sciences, Engineering and Technology Resources
Energy Sciences, Engineering and Technology Resources
Environmental and Ecological Sciences, Engineering and Technology Resource
Food and Agricultural Sciences, Engineering and Technology Resources
Human Resources Policy, Development and Management
Natural Resources Policy and Management
Development and Economic Sciences
Institutional and Infrastructural Resources
Technology, Information and Systems Management Resources
Area Studies (Regional Sustainable Development Reviews)
Biotechnology
Control Systems, Robotics and Automation
Land Use, Land Cover and Soil Sciences
Tropical Biology and Conservation
Desalination and Water Resources (DESWARE)
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