Introduction to cultural mathematics
- ISBN
- 9781283916974
Introduction to cultural mathematics es un mathematics, ethnomathematics book de Thomas E. Gilsdorf.
Sobre este libro
"The topic of cultural mathematics (also called ethnomathematics) is a fascinating topic about the human aspects of mathematics, and it is easy to ask readers to participate in the topic by thinking about mathematics from their own perspectives. This book has two main parts, and Part I consists of several chapters that describe the major concepts of cultural mathematics. The topics include: cultural aspects of mathematics, numeration and number symbols, kinship relations, art and decoration, games and divination, and calendars. Part II includes two chapters consisting of case studies. The cultures studied are the Otomies of central Mexico and the Incas of South America. In these chapters, the concepts from Part I are applied to the particular culture, in order to put all the concepts together in one context. Each chapter concludes with exercises, followed by further notes about the topics discussed in that chapter. Hints and comments about the exercises are also provided at the end of the book. This book is roughly at the level of a reader who has taken college algebra; however, the most important prerequisite is an interest in the connections between mathematics and culture"--
Sobre el Autor
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Preguntas Frecuentes
¿De qué género es Introduction to cultural mathematics?+
Introduction to cultural mathematics es un libro de Mathematics, Ethnomathematics, Case studies, Otomi Indians.
¿De qué trata Introduction to cultural mathematics?+
"The topic of cultural mathematics (also called ethnomathematics) is a fascinating topic about the human aspects of mathematics, and it is easy to ask readers to participate in the topic by thinking about mathematics from their own perspectives. This book has two main parts, and Part I consists of ...
¿Quién escribió Introduction to cultural mathematics?+
Introduction to cultural mathematics fue escrito por Thomas E. Gilsdorf.