Philosophy: a complete introduction: teach yourself, Kaye, Sharon
Автор: Hunt, Rd Sharon Kaye Название: My official georgia geechee cookbook ISBN: 1503549151 ISBN-13(EAN): 9781503549159 Издательство: Неизвестно Рейтинг: Цена: 2531.00 р. Наличие на складе: Есть у поставщика Поставка под заказ.
Описание: A digital collection, attractively packaged on a slim USB card, containing key publications and documents providing valuable insights into the founding and history of the IMF. It includes authoritative accounts from IMF historians, including J. Keith Horsefield, Margaret de Vries, and James Boughton. A definitive primer on the foundations of the modern international monetary system.
An introduction to 25 major philosophers for kids ages 8 to 12
Learning about philosophy encourages kids to ponder big ideas and ask deep questions about the world around them. This book introduces kids to 25 major Eastern and Western philosophers with easy-to-understand explanations of their most well-known ideas.
What sets this book about philosophy for kids apart:
An introduction to philosophy--Kids will learn more about what a philosopher is, what kind of questions they ask, and the history of Eastern and Western philosophy.
Thinkers throughout time--This book covers ancient philosophers like Socrates and Confucius, medieval philosophers like Averroes and Hildegard of Bingen, and modern philosophers like Simone de Beauvoir and Mohandas Gandhi.
Thought-provoking questions--Get kids thinking with philosophical questions that help them consider opposing ideas, develop strong arguments, and strengthen their communication skills.
Pick up this kid-friendly choice in philosophy books and inspire the budding philosopher in your life.
An introductory guide to Eastern and Western philosophy for kids ages 8 to 12
Philosophy is both fun and good for kids' brains, as it encourages them to think deeply and develop their own solutions to complex problems. With this colorful book about philosophy for kids, they'll learn all about introductory concepts and important thinkers in a way that's fun and approachable, but still in-depth and substantial.
Your child will explore questions like: "What is real?", "How do I know something is true?", "How can I be a good person?", and "If this is true, what else is true?" A detailed glossary offers easy-to-understand definitions for the more advanced words and ideas in the book.
Dive into philosophy for children with:
An intro to philosophy―Get essential information about the origins of philosophy, the different branches, and the benefits of studying it.
The four main branches―Discover the main branches of philosophy: metaphysics (reality), epistemology (knowledge), logic (critical thinking), and ethics (values).
Philosopher profiles―Learn about different kinds of philosophy from all over the world and details about philosophers like Socrates, Pythagoras, Nancy Fraser, and Neil deGrasse Tyson.
Inspire your child to think deeply with this perfect introduction to philosophy for kids.
Explore big questions and understand complex philosophy
Who are you? What is truly real? Is there such a thing as free will? If you have ever considered questions like these, that's philosophy. The Philosophy Book for Beginners breaks down the core concepts of both Eastern and Western philosophy in clear language that explains the most important people and ideas. You'll develop an understanding of the basic ideas and see your understanding of the world expand-no dense, academic texts required.
The major branches-Explore the central questions of metaphysics, epistemology, logic, and axiology as you see how they changed over time.
A wide range of thinkers-Discover the diverse perspectives of philosophers, from Socrates in the fifth century BCE to modern-day thinkers like Martha Nussbaum.
Thought experiments-Each chapter focuses on a topic, like existentialism, stoicism, or radical faith, and ends with a related thought experiment for you to ponder.
Gain a solid understanding of philosophy, with a book that makes it easy to grasp and relevant to the world today.
Автор: Kaye, Sharon M. Название: Critical thinking ISBN: 1851686541 ISBN-13(EAN): 9781851686544 Издательство: TBS/GBS Рейтинг: Цена: 2176.00 р. Наличие на складе: Есть у поставщика Поставка под заказ.
Описание: From adverts to blogs, television to newspapers, knowing what to believe is a daunting task. This book teaches you how to analyze people`s arguments and explains the main `fallacies` that are used to deceive and confuse.
Explore deep questions and practice big thinking--with philosophy for kids
Have your kids ever asked you about things like whether or not what we see is real? Or why some actions are considered good, and some are bad? If they have, then they might be on their way to becoming a philosopher. Big Thinkers and Big Ideas is a book about philosophy for kids ages 8 to 12 that will teach them about the concepts and people that are important in philosophy, so they can start exercising their mind and looking at the world with new eyes.
With this philosophy for kids book, they'll learn about different kinds of philosophy from all over the world and philosophers like Socrates, Pythagoras, Ayn Rand, and Neil deGrasse Tyson. Help them practice thinking deeply and come up with their own solutions to complex problems.
Dive into philosophy for kids with:
The big four--Read about the four main branches of philosophy: metaphysics (reality), epistemology (knowledge), logic (critical thinking), and ethics (values).
What do you think?--The questions inside will encourage kids to build better arguments and talk to their friends and family about meaningful topics.
Just the first step--If philosophy for kids is interesting for your child, this book is a great primer for more advanced philosophy books.
Inspire kids to think differently with the perfect introduction to philosophy.
Описание: Using both analytic and elementary methods, this book presents many old and new theorems, including several of the authors` results, and many examples of extremal behaviour of g-number systems. The authors also give detailed accounts of the $L^2$ PNT theorem of J.P. Kahane and of the example created with H.L. Montgomery, showing that additive structure is needed for proving the Riemann hypothesis.
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