Michael Henle – författare

Excellent text covers vector fields, plane homology and the Jordan Curve Theorem, surfaces, homology of complexes, more. Problems and exercises. Some knowledge of differential equations and multivariate calculus required.Bibliography. 1979 edition.

Henle/Stebleton HIRED!  The Job-Hunting/Career-Planning Guide, 4e

 

As a student taking a career development course, or a career seeker actively looking for placement...

This goal-oriented text shows you that career choice is not a single event but a life-long process.  You are in charge of your career and your success.  HIRED! helps you discover your own career philosophy.  This book will walk you through discovering your authentic self, creating opportunities, selling your talents, and balancing your career and personal life.  Students and career seekers alike are taught how to develop an ongoing, flexible portfolio of information about themselves and their work to prepare them for satisfying and productive lives in an ever-changing world.

 

The workbook approach and step-by-step exercises will keep you focused on the critical issues--self-developed goals, action plans, and execution of those plans.  At the same time, various goal-setting techniques will help convey the importance of planning to overcome career obstacles--and increase the likelihood of career success.

The set of real numbers is one of the fundamental concepts of mathematics. This book surveys alternative number systems: systems that generalise the real numbers yet stay close to the properties that make the reals central to mathematics. There are many alternative number systems, such as multidimensional numbers (complex numbers, quarternions), infinitely small and infinitely large numbers (hyperreal numbers) and numbers that represent positions in games (surreal numbers). Each system has a well-developed theory with applications in other areas of mathematics and science. They all feature in active areas of research and each has unique features that are explored in this book. Alternative number systems reveal the central role of the real numbers and motivate some exciting and eccentric areas of mathematics. What Numbers Are Real? will be an illuminating read for anyone with an interest in numbers, but specifically for advanced undergraduates, graduate students and teachers of university-level mathematics.