The framework of development; Understanding extension; Social and cultural factors in extension; Extension and comunication; Extension methods; The extension agent; The planning and evaluation of extension programmes; Extension an special target groups.

Henri Bergson was a French philosopher who was influential in the tradition of continental philosophy, especially during the first half of the 20th century until World War II. Bergson is known for his influential arguments that processes of immediate experience and intuition are more significant than abstract rationalism and science for understanding reality. He was awarded the 1927 Nobel Prize in Literature "in recognition of his rich and vitalizing ideas and the brilliant skill with which they have been presented". In 1930 France awarded him its highest honour, the Grand-Croix de la Legion d'honneur. This edition includes: Laughter: An Essay on the Meaning of the Comic Time and Free Will: An Essay on the Immediate Data of Consciousness Creative Evolution Meaning of the War: Life & Matter in Conflict Dreams

Agricultural Extension Reforms in South Asia: Status, Challenges, and Policy Options is based on agricultural extension reforms across five South Asian countries, reflecting past experiences, case studies and experiments. Beginning with an overview of historical trends and recent developments, the book then delves into country-wise reform trajectories and presents several cases testing the effectiveness of different types (public and private) and forms (nutrition extension, livestock extension) of extension systems. Further, the book provides a comprehensive overview of challenges and constraints faced in formulating and implementing reforms, tying the results into a concrete set of lessons and highlighting areas that require further research. In addition, the book discusses how a major aspect of agricultural development is the productivity increase from the knowledge base of farmers, and how translating research results into a knowledge base for farmers requires designing and implementing well-functioning extension programs. - Presents the current challenges and solutions by region, and provides insights for application in global settings - Provides key foundational information for the effective and efficient design of future intervention programs - Includes workshops and presentations based on real-world research of specific aspects of extension systems and provision of advisory and consultation services to various governments

Bringing together a collection of letters between two theologians along with other observations and reflections, this volume continues to open the mind of any person wishing to be a serious theologian. While many know about the big names such as Calvin or Luther, many do not give credence to some of the important landmark works that writers such as Edwards helped to promote.

This book presents the second volume of Piola’s original Italian text together with the English-language translation and comments, showing convincingly that Gabrio Piola’s work must still be regarded as a modern theory. Gabrio Piola’s work has had an enormous impact on the development of applied mathematics and continuum mechanics. As such, a committee of scientific experts took it upon themselves to translate his complete works. In a second step, they commented on Piola’s work and compared it to modern theories in mechanics in order to stress Piola’s impact on modern science and prove and confirm that he achieved significant milestones in applied mathematics.

This comprehensive history traces the development of mathematical ideas and the careers of the men responsible for them. Volume 1 looks at the disciplines origins in Babylon and Egypt, the creation of geometry and trigonometry by the Greeks, and the role of mathematics in the medieval and early modern periods. Volume 2 focuses on calculus, the rise of analysis in the 19th century, and the number theories of Dedekind and Dirichlet. The concluding volume covers the revival of projective geometry, the emergence of abstract algebra, the beginnings of topology, and the influence of Godel on recent mathematical study.