Mathematical Modeling in Economics, Ecology and the Environment

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In the framework of evolutionary physics, we must deal with goal functions instead of state functions: ecodynamic models must be based on relations evolving in time; far-from-equilibrium thermodynamics Prigogine is the foundation for a new description of nature. But if energy and mass are intrinsically conservative and entropy is intrinsically evolutionary, how can entropy be calculated on the basis of energy and mass quantities entropy paradox? This question is still unanswered and all we can do is note that the ecodynamic viewpoint is different from that of classical physics and classical ecology.

This paper is an attempt to deal with these concepts.

Indeed, the study of real-time systems, in other words systems in which temporal evolution plays a primary role, has made interesting advances. Specifically, the properties to describe in these systems are not only qualitative, properties which classical temporal logic can express, but also quantitative. Nature is evolutionary in character. The more one seeks to comprehend her, in the etymological sense of enclosing, imprisoning, in our mental schemes, the more she creates relations and complexity, memories and creative possibilities.

Other papers in this volume. Registered in England as a limited company No.

Sustainability Across the Curriculum: Mathematics

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Ecological economists are inclined to acknowledge that much of what is important in human well-being is not analyzable from a strictly economic standpoint and suggests an interdisciplinary approach combining social and natural sciences as a means to address this. The potential for the substitution of man-made capital for natural capital is an important debate in ecological economics and the economics of sustainability. Models of Controlled Technological Renovation. Wikiquote has quotations related to: Ecological economics. Rather than try to show the huge range of ways that mathematics is assisting biologists in understanding the vast landscape of modern biology, I will take a look at a rather small domain, which offers ways to look at some traditional topics from a novel point of view. Ecological economics is distinguishable from neoclassical economics primarily by its assertion that the economy is embedded within an environmental system.

Please review our Terms and Conditions of Use and check box below to share full-text version of article. Abstract Understanding soil systems is critical because they form the structural and nutritional foundation for plants and thus every terrestrial habitat and agricultural system.

Food web models incorporating N mineralization and detritus decomposition Integrate food web and ecosystem models What level of taxonomic resolution is needed? What information on belowground organisms is necessary to project how global changes affect agricultural production and natural systems succession? Simulation modeling not soil focused Bioeconomic models for restoration Ecosystem engineers not soil specific Threshold models Alternative ecosystem states How do small scale soil processes influence net effects across large spatial scales?

Homogenization theory Communities How do soil microbes structure or mediate plant community dynamics? Feedback theory Patch model of microbial diversity Adaptive feedback theory Succession models How does species diversity vs species composition drive ecosystem processes? Population dynamics Incorporate spatial structure How common are trophic cascades in soil food webs? Stoichiometry Add third trophic level Add connections between consumers of mycorrhizal and saprotrophic fungi Ecosystem networks and Ecological Network Analysis What is the relative importance of abiotic gradients to community structure?

General Environmental Gradients Model the effect of incorporating specific soil organisms Climate change e. Markov Chain Monte Carlo Add temporal structure to patch dynamic models How do soil organisms move through soil? Pedogenesis Structured models e.

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Dynamical models How does aggregate structure influence decomposer and microbial communities? Recycling loops Geographic mosaic theory Can evolution of soil organisms influence the speed of soil processes? Game theory Population dynamics How does bargaining for resource exchange affect population dynamics? Biological market models Modular models How does nutrient exchange between mutualistic partners influence nutrient cycling? Population dynamics Modular models Uncertainty in link strength. Notes The abbreviation AG refers to aboveground.

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Updated to textbook form by popular demand, this second edition discusses diverse mathematical models used in economics, ecology, and the environmental. The problems of interrelation between human economics and natural environment include scientific, technical, economic, demographic, social, political and.

Some of the terms used may seem alien to pure empiricists, but they are intended to provide useful key words as a starting point for seeking further information. Paths for Increasing the Future Potential of Mathematical Models in Soil Ecology The exemplars described above clearly demonstrate how modeling increases the understanding of soil systems. Literature Cited. Abadi, R. Hybrid lattice Boltzmann finite difference model for simulation of phase change in a ternary fluid.

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Integrative whole plant physiology that moves across phases soil—plant—atmosphere. Integrate differential movement rates and biotic niches into spatial models. How do small scale soil processes influence net effects across large spatial scales? How do soil microbes structure or mediate plant community dynamics? How do soil microbes contribute to community resistance to invasion or disturbance?

Mathematical Modeling in Economics, Ecology and the Environment

How does species diversity vs species composition drive ecosystem processes? What state variables produce useful epidemiological models of disease caused by soilborne pathogens? What is the relative importance of abiotic gradients to community structure? Model the effect of specific gradients instead of general on soil organisms.

What are the implications of the foraging decisions of plants in soils? What are the relative strengths of abiotic vs biotic controls on decomposition? Model feedback and serial loops between discrete pools or across a continuum of states. Aggregate formation. Structured models e. How does aggregate structure influence decomposer and microbial communities? Nutrient Cycling.

References

Effect of background stoichiometry on discrete nitrogen pools analogous to chemotaxis in individual microbes. How do structures of soil community and AG community influence C storage? How do interactions between decomposers and plants influence nutrient cycles and carbon decomposition? Finite difference models combining continuous nutrient diffusion with discrete animals and plants. A system model of two-sector economics in which energy and production sectors act separately is described.

Production is divided into two sectors — the first sector makes the final product, and the second sector — produces energy required for a final product. The models for the production sectors are written down. The system model as a system of differential equation is obtained.

Based on the distribution of productive capacity according to the technologies, the parametric representation of ecological and economical production function is shown. Skip to main content. MMC All Volumes and Issues Volume 2, Number 1, The construction of ecological and economical production function for energy dependent economics The construction of ecological and economical production function for energy dependent economics MMC. Volume 2, Number 1. Authors: Vasil Dyachok O.

Mathematical modelling of environmental problems

Hritonenko N.