The phrase 'feminist pedagogy' couples the contemporary and the traditional, joining current political movements with a concern for the transmission of knowledge more ancient than the Greek word for teaching. Now, two decades after the first Women's Studies courses appeared on campuses, their place in higher education happily needs little demonstration. Gendered Subjects combines a number of classic statements on feminist pedagogy from the 1970s with recent original essays making significant and original contributions to the field. As the new scholarship on women has changed the content and structure of knowledge in every field, so this collection aims to mirror this impact on feminist pedagogy, with articles ranging from broad theoretical perspectives on the realities of the classroom to international explorations on how race, gender and class, and political orientation inform feminist enquiry.

The phrase feminist pedagogy couples the contemporary and the traditional, joining current political movements with a concern for the transmission of knowledge more ancient than the Greek word for teaching. Now, two decades after the first Women s Studies courses appeared on campuses, their place in higher education happily needs little demonstration.

Gendered Subjects combines a number of classic statements on feminist pedagogy from the 1970s with recent original essays making significant and original contributions to the field. As the new scholarship on women has changed the content and structure of knowledge in every field, so this collection aims to mirror this impact on feminist pedagogy, with articles ranging from broad theoretical perspectives on the realities of the classroom to international explorations on how race, gender and class, and political orientation inform feminist enquiry.

This book is about quantum computing and quantum algorithms. The book starts with a chapter introducing the basic rules of quantum mechanics and how they can be used to build quantum circuits and perform computations. Further, Grover's algorithm is presented for unstructured search discussing its consequences and applications. Next, important techniques are discussed such as Quantum Fourier Transform and quantum phase estimation. Finally, Shor's algorithm for integer factorization is explained. At last, quantum walks are explained in detail covering both the discrete and continuous time models,and applications of this techniques are described for the design and analyses of quantum algorithms.

The revised edition of this book offers an extended overview of quantum walks and explains their role in building quantum algorithms, in particular search algorithms. Updated throughout, the book focuses on core topics including Grover's algorithm and the most important quantum walk models, such as the coined, continuous-time, and Szedgedy's quantum walk models. There is a new chapter describing the staggered quantum walk model. The chapter on spatial search algorithms has been rewritten to offer a more comprehensive approach and a new chapter describing the element distinctness algorithm has been added. There is a new appendix on graph theory highlighting the importance of graph theory to quantum walks. As before, the reader will benefit from the pedagogical elements of the book, which include exercises and references to deepen the reader's understanding, and guidelines for the use of computer programs to simulate the evolution of quantum walks. Review of the first edition: "The book is nicely written, the concepts are introduced naturally, and many meaningful connections between them are highlighted. The author proposes a series of exercises that help the reader get some working experience with the presented concepts, facilitating a better understanding. Each chapter ends with a discussion of further references, pointing the reader to major results on the topics presented in the respective chapter." - Florin Manea, zbMATH.

The revised edition of this book offers an extended overview of quantum walks and explains their role in building quantum algorithms, in particular search algorithms. Updated throughout, the book focuses on core topics including Grover's algorithm and the most important quantum walk models, such as the coined, continuous-time, and Szedgedy's quantum walk models. There is a new chapter describing the staggered quantum walk model. The chapter on spatial search algorithms has been rewritten to offer a more comprehensive approach and a new chapter describing the element distinctness algorithm has been added. There is a new appendix on graph theory highlighting the importance of graph theory to quantum walks. As before, the reader will benefit from the pedagogical elements of the book, which include exercises and references to deepen the reader's understanding, and guidelines for the use of computer programs to simulate the evolution of quantum walks. Review of the first edition: "The book is nicely written, the concepts are introduced naturally, and many meaningful connections between them are highlighted. The author proposes a series of exercises that help the reader get some working experience with the presented concepts, facilitating a better understanding. Each chapter ends with a discussion of further references, pointing the reader to major results on the topics presented in the respective chapter." - Florin Manea, zbMATH.

It is the great glory as it is also the great threat of science that everything which is in principle possible can be done if the intention to do it is sufficiently resolute. Peter Medawar, "The Threat and the Glory" An international symposium on "Cell Signal Transduction, Second Messengers, and Protein Phosphorylation in Health and Disease" was held at EI Escorial (Spain) from July 5-9, 1993 as a summer course of the Complutense University in Madrid. The lectures were delivered by renowned scientists from Europe, America, and Asia and attended by a large number of young scientists and graduate students from many countries. During evolution multicellular organisms have developed the most sophisticated and heterogeneous signals to maintain in harmony their multiple functions. The latest and most controversial aspects and developments in signal transduction were the main focus of this course. The communication among participants was extremely fluid, alive, and warm. This allowed the understanding of the key steps in cellular communication, from their original and historical sources to the main present hypothesis in the borderline of the latest scientific discoveries in this field. Without any doubt, the special atmosphere of the place, the monuments and the old granite stones, the "patio" with the fountain and the rose garden were responsible for the cordial meeting. This book comprises the manuscripts of the participants and we hope it will contribute to our knowledge of cellular signal transduction and be of value to a wider scientific community.

This book addresses an interesting area of quantum computation called quantum walks, which play an important role in building quantum algorithms, in particular search algorithms. Quantum walks are the quantum analogue of classical random walks. It is known that quantum computers have great power for searching unsorted databases. This power extends to many kinds of searches, particularly to the problem of finding a specific location in a spatial layout, which can be modeled by a graph. The goal is to find a specific node knowing that the particle uses the edges to jump from one node to the next. This book is self-contained with main topics that include: Grover's algorithm, describing its geometrical interpretation and evolution by means of the spectral decomposition of the evolution operator Analytical solutions of quantum walks on important graphs like line, cycles, two-dimensional lattices, and hypercubes using Fourier transforms Quantum walks on generic graphs, describing methods to calculate the limiting distribution and mixing time Spatial search algorithms, with emphasis on the abstract search algorithm (the two-dimensional lattice is used as an example) Szedgedy's quantum-walk model and a natural definition of quantum hitting time (the complete graph is used as an example) The reader will benefit from the pedagogical aspects of the book, learning faster and with more ease than would be possible from the primary research literature. Exercises and references further deepen the reader's understanding, and guidelines for the use of computer programs to simulate the evolution of quantum walks are also provided.