Mathematics of planet earth

By: Brocker, JochenContributor(s): Calderhead, Ben | Cheraghi, Davoud | Cotter, Colin | Holm, Darryl | Kuna,TobiasMaterial type: TextTextPublication details: Europe: World Scientific Publishing, [c2018]Description: 349 pISBN: 9781786343833LOC classification: QA37.3
Contents:
Chapter 1: The General Circulation of the Atmosphere and Oceans Chapter 2: Partial Differential Equations Chapter 3: Data and Probability Chapter 4: Dynamical Systems Chapter 5: Numerical Methods
Summary: Mathematics of Planet Earth (MPE) was started and continues to be consolidated as a collaboration of mathematical science organisations around the world. These organisations work together to tackle global environmental, social and economic problems using mathematics. This textbook introduces the fundamental topics of MPE to advanced undergraduate and graduate students in mathematics, physics and engineering while explaining their modern usages and operational connections. In particular, it discusses the links between partial differential equations, data assimilation, dynamical systems, mathematical modelling and numerical simulations and applies them to insightful examples.
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Item type Current library Collection Shelving location Call number Status Notes Date due Barcode Item holds
Book Book ICTS
Mathematic Rack No 3 QA37.3 (Browse shelf (Opens below)) Available Billno: 40701 ; Billdate: 09.07.2018 01227
Total holds: 0

Chapter 1: The General Circulation of the Atmosphere and Oceans
Chapter 2: Partial Differential Equations
Chapter 3: Data and Probability
Chapter 4: Dynamical Systems
Chapter 5: Numerical Methods

Mathematics of Planet Earth (MPE) was started and continues to be consolidated as a collaboration of mathematical science organisations around the world. These organisations work together to tackle global environmental, social and economic problems using mathematics.
This textbook introduces the fundamental topics of MPE to advanced undergraduate and graduate students in mathematics, physics and engineering while explaining their modern usages and operational connections. In particular, it discusses the links between partial differential equations, data assimilation, dynamical systems, mathematical modelling and numerical simulations and applies them to insightful examples.

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