Titlebook: Mathematics of Planet Earth; Protecting Our Plane Hans G. Kaper,Fred S. Roberts Book 2019 The Editor(s) (if applicable) and The Author(s),

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Talkative

Measurement of Biodiversity: Richness and Evennessevenness that an index could be required to satisfy, and explores which evenness indices satisfy those axioms. The chapter also considers evenness indices that “preserve” certain partial orders. The relationship between richness and evenness and attempts to derive measures of biodiversity based on both richness and evenness are explored.

北极人

Dynamic Optimization, Natural Capital, and Ecosystem Servicessuch a problem can serve as a benchmark from which to estimate the losses associated with pure open access (the tragedy of the commons) or any other sub-optimal steady state. This approach is illustrated by estimating the ecosystem service from oysters that remove nutrients from Chesapeake Bay.

Facilities

Quantitative Models for Infrastructure Restoration After Extreme Events: Network Optimization Meets ations by allocating scarce resources such as work crews and equipment over time. An overview of the relevant areas of network flows and scheduling is followed by a discussion of how techniques from network optimization and scheduling can be integrated to quantitatively model infrastructure restoration.

Irremediable

Mathematical Challenges in Measuring Variability Patterns for Precipitation Analysisay no longer be satisfied, and new mathematical methodologies may be required. The chapter discusses spatiotemporal decorrelation measures, a nonstationary intensity-duration-function, and 2-dimension reduction methodologies to address these challenges.

否认

A Risk-Structured Mathematical Model of Buruli Ulcer Disease in Ghanadisease induced by .. There is some uncertainty about the exact transmission path, but the bacteria is known to live in natural water environments. The model parameters are estimated from data on Buruli ulcer disease in Ghana. This chapter includes a sensitivity analysis of the total number of infected individuals to the parameters in the model.

含水层

The Mathematics of Extinction Across Scales: From Populations to the Biospherelutionary rescue from extinction in a changing environment and the posthumous assignment of an extinction date from sighting records. In the case of the latter, we provide a new example using data on Spix’s macaw, the “rarest bird in the world,” to demonstrate the challenges associated with extinction date research.

Sigmoidoscopy

The Internet of Things and Machine Learning, Solutions for Urban Infrastructure Managementbetter. This involves taking traditional applications of mathematical sciences into a large-scale, online, and adaptive setting. We focus in this chapter on two particular applications that are important to effectively manage a city: transportation and municipal water services.

最初

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