BOOK REVIEW: Iphigenia in Aulis Adapted by Edward Einhorn [from Euripides]

Iphigenia in Aulis: The Age of Bronze EditionIphigenia in Aulis: The Age of Bronze Edition by Edward Einhorn
My rating: 5 of 5 stars

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This illustrated play is an adaptation of Euripides’ drama of the same name. The title character, Iphigenia, is the daughter of King Agememnon and she’s lured to Aulis by her father to be a human sacrifice, but under the fraudulent claim that she’s to be married to Achilles. [Because, you know, people tend to not show up if you invite them to be murdered, but they’re much more amenable if you invite them to marry a hunky half-god.]

It’s a simple and straightforward story, but one that is never-the-less evocative and dramatic. Agememnon’s will to kill his daughter falters for a time and when his wife, Klytemnestra, scores Achilles’ support for the cause of saving her daughter, it’s unclear how things will unfold. It’s a story that encourages one to reflect upon fate and the virtue of sacrifice, while showing that different chains of causality applied to the same event can radically alter the perception of justness. When Iphigenia’s death is seen as the means to get back Helen (who eloped with Paris to Troy,) it’s vile and despicable. However, when it is viewed as the means to get the fleet moving in order to restore the honor of those assembled nations pledged to fight, that’s a different matter.

I found this play to be compelling and well worth reading.


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BOOK REVIEW: Introducing Chaos: A Graphic Guide by Ziauddin Sardar

Introducing Chaos: A Graphic Guide (Introducing...)Introducing Chaos: A Graphic Guide by Ziauddin Sardar
My rating: 5 of 5 stars

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This book provides a brief overview of the mathematical and scientific concept called “Chaos” (as opposed to the colloquial definition.) Chaos theory is most popularly associated with “the butterfly effect” in which small changes in initial conditions can result in large and / or unpredictable variations in outcome (e.g. the Houston butterfly that causes a typhoon in Hong Kong.) Chaos profoundly changed the landscape in many domains of science. Before Chaos, it was generally assumed that if one had a relatively simple model without random elements that one could make short work of developing predictions. Scientists working in Chaos discovered that this wasn’t necessarily the case, despite the intuitive appeal. In fact, one could have a relatively simple model without random elements that still resulted in irregular behaviors / outcomes.

Chaos overlaps with a number of subjects including the science of Complexity and Fractal Geometry. The book explores these connections, and gives the reader a basic understanding of how those subjects differ and what they share in common with Chaos. The book also draws examples from a number of different disciplines including meteorology, biology, city planning, etc. This is a beneficial way to broaden one’s understanding of this fundamentally interdisciplinary science.

I’ve read many titles in this series because they are available on Amazon Prime and provide readable overviews of subjects that are suitable for a neophyte reader. I found this to be one of the better titles in the series. I thought the author did a good job of explaining the concepts in clear, approachable language, aided by graphics. If you’re looking for a non-mathematical overview of Chaos theory, this is a fine book to consider.


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