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Power is required if you want to "change lives, change organizations, and change the world," as the Stanford business school's motto states.Is power the most recent dirty secret or the key to success? Both. While power can be used for good or evil, it also has some negative connotations. Don't hold the tool responsible for how some people used it.Power skills and understanding, when fully understood and effectively applied, become the keys to increasing salaries, job satisfaction, career advancement, organizational change, and happiness.The fundamental Rules of Power offer insights that will help you succeed in life.The fundamental rules of power, which are firmly rooted in social science research, provide a manual for increasing your ability to get things done, including increasing the positive effects of your job performance. With the fundamental rules of Power, you'll learn how to effect change in your organization, your life, the lives of others, and the world through numerous examples and research evidence.
The heartwarming and stimulating tale of Adam and the unlikely team of friends drawn together to solve the mystery of his identity. Against a subtle background of middle eastern ethnic strife, inspector Qedemah Sadeq and doctor Sarah Berit and their families and associates are drawn into the arena of conflicting ideologies. Strong differences in national and ethnic origins, religion, age, and social status are overcome by friendship in the search for Adam's roots. An interfaith tour of Israel and the influence of Greek thought bring a deeper quest to the seekers, creating tension between faith and mathematics, religion and science, modernity and traditional values as Adam's friends find their beliefs and emotions stretched by Adam's journey. The search for truth about Adam becomes a challenge to his friends to take up the big questions of meaning, reality, and their own identity as human beings in the face of ethnic violence.
Suitable as a tool for self-study, this title can also be used as a basic text for undergraduate courses in differential geometry. It includes examples within the exercises and features material, ranging from isoperimetric problems to comments on Einstein's original paper on relativity theory.
Suitable for undergraduates studying real analysis, this book presents the theory behind calculus directly from the basic concepts of real numbers, limits, and open and closed sets in $\mathbb{R}^n$. It gives the three characterizations of continuity: via epsilon-delta, sequences, and open sets.
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