5 Ergebnisse.

This book explores the Power of 'See' through numerous stories of life. Winning is about shaping a desirable narrative of our lives by ourselves which is the essence of human freedom, given the constraints of social and economic systems that govern us. This may be skillfully done by developing our innate ability to see through awareness the invisible interactions behind every event that affects our lives -- as illustrated by the stories of the...

This book explores the Power of 'See' through numerous stories of life. Winning is about shaping a desirable narrative of our lives by ourselves which is the essence of human freedom, given the constraints of social and economic systems that govern us. This may be skillfully done by developing our innate ability to see through awareness the invisible interactions behind every event that affects our lives -- as illustrated by the stories of the...

How much do you want to be a winner? How much do you yearn to resolve nagging problems in your work and life? How do we transform failures into successes? What made, Einstein win? How Tagore focused his consciousness to be one of the great poets? How did Gandhi see through problems? How did winners like Guru Nanak, Shri Ramakrishna and Gautama Buddha create great movements around their schools of thought? Both organizations and individuals can...

How much do you want to be a winner? How much do you yearn to resolve nagging problems in your work and life? How do we transform failures into successes? What made, Einstein win? How Tagore focused his consciousness to be one of the great poets? How did Gandhi see through problems? How did winners like Guru Nanak, Shri Ramakrishna and Gautama Buddha create great movements around their schools of thought? Both organizations and individuals can...

The study of rings of continuous functions, developed systematically in the classic monograph "Rings of continuous functions" by Gillman and Jerison, had its origin in the year 1937, when Stone-Cech compactification of a Tychonoff space was formally initiated. This book deals with the study of subrings of C(X). It has been characterized in this book that which subrings are isomorphic to some C(X) for some Tychonoff space X.