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This book presents how to keep working on education in contexts of
crisis, such as emergencies, zones of conflict, wars and health
pandemics such as COVID-19. Specifically, this work shows a number
of strategies to support global learning and teaching in online
settings. Particularly, it first presents how to facilitate
knowledge sharing and raising awareness about a specific crisis, to
increase people's safety, including educators and learners. The
book then discusses various techniques, mechanisms and services
that could be implemented to provide effective learning support for
learners, especially in learning environments that they do not
daily use, such as physical classrooms. Further, the work presents
how to teach and support online educators, no matter if they are
school teachers, university lecturers, youth social workers,
vocational training facilitators or of any other kind. Finally, it
describes worldwide case studies that have applied practical steps
to keep education running during a crisis. This book provides
readers with insights and guidelines on how to maintain learning
undisrupted during contexts of crisis. It also provides basic and
practical recommendations to the various stakeholders in
educational contexts (students, content providers, technology
services, policy makers, school teachers, university lecturers,
academic managers, and others) about flexible, personalised and
effective education in the context of crisis.
This book presents how to keep working on education in contexts of
crisis, such as emergencies, zones of conflict, wars and health
pandemics such as COVID-19. Specifically, this work shows a number
of strategies to support global learning and teaching in online
settings. Particularly, it first presents how to facilitate
knowledge sharing and raising awareness about a specific crisis, to
increase people's safety, including educators and learners. The
book then discusses various techniques, mechanisms and services
that could be implemented to provide effective learning support for
learners, especially in learning environments that they do not
daily use, such as physical classrooms. Further, the work presents
how to teach and support online educators, no matter if they are
school teachers, university lecturers, youth social workers,
vocational training facilitators or of any other kind. Finally, it
describes worldwide case studies that have applied practical steps
to keep education running during a crisis. This book provides
readers with insights and guidelines on how to maintain learning
undisrupted during contexts of crisis. It also provides basic and
practical recommendations to the various stakeholders in
educational contexts (students, content providers, technology
services, policy makers, school teachers, university lecturers,
academic managers, and others) about flexible, personalised and
effective education in the context of crisis.
This contributed volume features chapters based on talks given at
the second international conference titled Aspects of
Time-Frequency Analysis (ATFA 19), held at Politecnico di Torino
from June 25th to June 27th, 2019. Written by experts in harmonic
analysis and its applications, these chapters provide a valuable
overview of the state-of-the-art of this active area of research.
New results are collected as well, making this a valuable resource
for readers seeking to be brought up-to-date. Topics covered
include: Signal analysis Quantum theory Modulation space theory
Applications to the medical industry Wavelet transform theory
Anti-Wick operators Landscapes of Time-Frequency Analysis: ATFA
2019 will be of particular interest to researchers and advanced
students working in time-frequency analysis and other related areas
of harmonic analysis.
The purpose of the volume is to provide a support textbook for a
second lecture course on Mathematical Analysis. The contents are
organised to suit, in particular, students of Engineering, Computer
Science and Physics, all areas in which mathematical tools play a
crucial role. The basic notions and methods concerning integral and
differential calculus for multivariable functions, series of
functions and ordinary differential equations are presented in a
manner that elicits critical reading and prompts a hands-on
approach to concrete applications. The pedagogical layout echoes
the one used in the companion text Mathematical Analysis I. The
book's structure has a specifically-designed modular nature, which
allows for great flexibility in the preparation of a lecture course
on Mathematical Analysis. The style privileges clarity in the
exposition and a linear progression through the theory. The
material is organised on two levels. The first, reflected in this
book, allows students to grasp the essential ideas, familiarise
with the corresponding key techniques and find the proofs of the
main results. The second level enables the strongly motivated
reader to explore further into the subject, by studying also the
material contained in the appendices. Definitions are enriched by
many examples, which illustrate the properties discussed. A host of
solved exercises complete the text, at least half of which guide
the reader to the solution. This new edition features additional
material with the aim of matching the widest range of educational
choices for a second course of Mathematical Analysis.
The purpose of the volume is to provide a support for a first
course in Mathematics. The contents are organised to appeal
especially to Engineering, Physics and Computer Science students,
all areas in which mathematical tools play a crucial role. Basic
notions and methods of differential and integral calculus for
functions of one real variable are presented in a manner that
elicits critical reading and prompts a hands-on approach to
concrete applications. The layout has a specifically-designed
modular nature, allowing the instructor to make flexible didactical
choices when planning an introductory lecture course. The book may
in fact be employed at three levels of depth. At the elementary
level the student is supposed to grasp the very essential ideas and
familiarise with the corresponding key techniques. Proofs to the
main results befit the intermediate level, together with several
remarks and complementary notes enhancing the treatise. The last,
and farthest-reaching, level requires the additional study of the
material contained in the appendices, which enable the strongly
motivated reader to explore further into the subject. Definitions
and properties are furnished with substantial examples to stimulate
the learning process. Over 350 solved exercises complete the text,
at least half of which guide the reader to the solution. This new
edition features additional material with the aim of matching the
widest range of educational choices for a first course of
Mathematics.
The chapters in this volume are based on talks given at the
inaugural Aspects of Time-Frequency Analysis conference held in
Turin, Italy from July 5-7, 2017, which brought together experts in
harmonic analysis and its applications. New connections between
different but related areas were presented in the context of
time-frequency analysis, encouraging future research and
collaborations. Some of the topics covered include: Abstract
harmonic analysis, Numerical harmonic analysis, Sampling theory,
Compressed sensing, Mathematical signal processing,
Pseudodifferential operators, and Applications of harmonic analysis
to quantum mechanics. Landscapes of Time-Frequency Analysis will be
of particular interest to researchers and advanced students working
in time-frequency analysis and other related areas of harmonic
analysis.
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