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Carte Integration with Complex Numbers McMaster

Integration with Complex Numbers

A Primer on Complex Analysis

Autor: McMaster, Brian (Honorary Senior Lecturer, Honorary Senior Lecturer, Queen's University Belfast), McCluskey, Aisling (Professor in Mathematics, Professor in Mathematics, National University of Ireland
Limbă: engleză
Legare: Carte broșată
Editura: Oxford University Press
Disponibilitate: În depozitul extern
Expediem în 9-15 zile
261.05 lei
Complex analysis, more than almost any other undergraduate topic in mathematics, runs the full pure/...

Informații despre carte

Autor
McMaster, Brian (Honorary Senior Lecturer, Honorary Senior Lecturer, Queen's University Belfast), McCluskey, Aisling (Professor in Mathematics, Professor in Mathematics, National University of Ireland
Limbă
engleză
Legare
Carte - Carte broșată
Publicat
2022
Pagini
288
EAN
9780192846433
ISBN
0192846434
Enbook ID
37266799
Editura
Oxford University Press
Greutate
494
Dimensiuni
234 x 156 x 19

Descriere completă

Complex analysis, more than almost any other undergraduate topic in mathematics, runs the full pure/applied gamut from the most subtle, difficult, and ingenious proofs to the most direct, hands-on, engineering-based applications. This creates challenges for the instructor as much as for the very wide range of students whose various programmes require a secure grasp of complex analysis. Its techniques are indispensable to many, but skill in the use of a mathematical tool is hazardous and fallible without a sound understanding of why and when that tool is the right one to pick up. This kind of understanding develops only by combining careful exploration of ideas, analysis of proofs, and practice across a range of exercises. Integration with Complex Numbers: A Primer on Complex Analysis offers a reader-friendly contemporary balance between idea, proof, and practice, informed by several decades of classroom experience and a seasoned understanding of the backgrounds, motivation, and competing time pressures of today's student cohorts. To achieve its aim of supporting and sustaining such cohorts through those aspects of complex analysis that they encounter in first and second-year study, it also balances competing needs to be self-contained, comprehensive, accessible, and engaging - all in sufficient but not in excessive measures. In particular, it begins where most students are likely to be, and invests the time and effort that are required in order to deliver accessibility and introductory gradualness.

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