Ancient storytelling meets modern psychology in this entertaining, educational, and inspirational collection of traditional tales about the power of Native American women.
Ancient storytelling meets modern psychology in this entertaining, educational, and inspirational collection of traditional tales about the power of Native American women.
In the Americas, the oral tradition has created one of the oldest surviving bodies of literature on earth. Native American storytelling, in particular, stands out for its distinctive honoring of womanly power and the female forces of the universe.Gathered here are traditional versions of stories and songs that best portray this strength and vitality. Illuminating the scope of human behaviorfrom treacherous mates and medicine men to magical sages and murderous mothersthese tales offer universal truths. And for readers who wish to explore the transformative healing gifts of these stories in a more personal way, each is accompanied by thought-provoking exercises and meditations. Also included are brief introductions to provide historical and cultural context.Entertaining, educational, and inspirational, this collection of timeless wisdom will shed light on the lives of readers for generations to come.
A former professor at Peninsula College, Susan Hazen-Hammond is the author of Timelines of Native American History and seven other nonfiction books, numerous articles, short stories and poems. She has received high praise for her writing on Native American subjects and has also taught a wide range of psychology courses. Her ancestors include Abenaki men and women.
The first contribution of this EMS volume on the subject of complex algebraic geometry touches upon many of the central problems in this vast and very active area of current research. While it is much too short to provide complete coverage of this subject, it provides a succinct summary of the areas it covers, while providing in-depth coverage of certain very important fields - some examples of the fields treated in greater detail are theorems of Torelli type, K3 surfaces, variation of Hodge structures and degenerations of algebraic varieties. The second part provides a brief and lucid introduction to the recent work on the interactions between the classical area of the geometry of complex algebraic curves and their Jacobian varieties, and partial differential equations of mathematical physics. The paper discusses the work of Mumford, Novikov, Krichever, and Shiota, and would be an excellent companion to the older classics on the subject by Mumford.
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