Douglas – författare

This is the first text to systematically review the evidence for obstetric anesthesia and analgesia. Evidence-based practice is now being embraced worldwide as a requirement for all clinicians; in the everyday use of anesthesia and analgesia for childbirth, anesthetists will find this synthesis of the best evidence an invaluable resource to inform their practice. Contributions from anesthetic specialists trained in the skills of systematic reviewing provide a comprehensive and practical guide to best practice in normal and caesarean section childbirth. This book, coming from one of the world’s leading obstetric centers and the cradle of evidence-based medicine, is a much needed addition to the obstetric anesthesia literature.

This Core Curriculum is the culmination of many years of research, drawing from the fields of social and behavioral science, philosophy, and nursing to establish a core of knowledge that supports transcultural nursing practice. Editors Marilyn K. Douglas, DNSc, RN, FAAN, and Dula F. Pacquiao, EdD, RN, CTN, note in their preface, "Transcultural nursing practice incorporates education, research, administration and direct care provision within the multilevel contexts of the individual, organization, community, society and the world as a whole. The goal of TCN [transcultural nursing] practice is to promote health and well-being of individuals and populations by reducing health and care disparities through culturally congruent and competent approaches at the multilevel contexts of care." The Core Curriculum was originally published as a supplement to the October 2010 issue of the Journal of Transcultural Nursing and is published as a package with that issue.

Tom Douglas examines what intentional change processes essentially are and places them in relation to the natural development of human change and to the question of consequences. The most important outcomes of social intervention tend to be those that were never anticipated.

The annual Operator Theory conferences in Timigoara are conceived as a means to promote cooperation and exchange of in­ formation between specialists in all areas of Operator Theory. The present volume consist of papers contributed by the partici­ pants of the 1981 Conference. Since many of these papers contain results on the invariant subspace problem or are related to the role of invariant subspaces in the study of operators or operator systems, we thought it appropiate to mention this in the title of the volume, though the "other topics" have a wide range. As in past years, special sessions concerning other fields of Functio­ nal Analysis were organized at the 1981 Conference, but contri­ butions to these sessions are not included in the present volume. The research contracts of the Department of Mathematics of INCREST with the National Council for Sciences and Technology of Romaliia provided the means for developping the research activity in Functional Analysis; these contracts constitute the generous framework for these meetings. We want also to acknowledge the support of INCREST and the excelent organizing job done by our host - University of Timigoa­ ra-. Professor Dumitru Gagpar and Professor Mircea Reghig are among those people in Timigoara who contributed in an essential way to the success of the meeting.

The first of the annual Operator Theory conferences in Ti­ mi~oara held four years ago was a meeting of operator theory spe­ cialists from the National Institute for Scientific and Techni­ cal Creation in Bucharest and from the University of Timi~oara. Since then, the participation to these conferences has greatly increased, by being attended first by operator theorists from allover the country and (since 1978) by an increasing number of foreign mathematicians. Thus the 1980 Conference can be regarded as a truly international Operator Theory meeting, fifteen coun­ tries being represented at it. These conferences are conceived as a means to promote the cooperation between specialists in all areas of Operator Theory. Among the main topics in 1980 were: dilation theory, invariant subspaces, connections with the theory of cX-algebras, subnormal operators, multidimensional functional calculus etc. Though not included in this volume, we would like to mention that in 1980 some special sessions concerning other fields of Functional Ana­ lysis were organized at the Operator Theory conference. The research contracts of the Department of Mathematics of INCREST with the National Council for Sciences and Technoloa,y of Romania provided the means for developping the research activi­ ty in Functional Analysis; these contracts constitute the gene­ rous framework for these meetings.