Why beauty is truth the history of symmetry
Rating:
6,7/10
111
reviews

Even as someone with a background in higher-level mathematics, I found his attempts to straddle both approachability and avoid over-simplification to be unsuccessful and This book reads more like an account of history rather than a documentation of the various symmetries in science and math. This book has done much to convince me to go back for my Master's, but I feel I should pick up a technical book on symmetry first. In the end, there are many books covering roughly the same ground that are much better all around, including some written by Stewart himself. This was a frustrating read. He then adopts a style of quickly getting you interested in the character and then dropping them off at the dock before you get to have too many wild adventures aboard. Specifically the point wherein the concepts of symmetry and group theory are being exploited by our most advanced scientists to understand our universe at a quantum level. Overall interesting book, but definitely not for everyone! I have read a lot of science in the past few years but not much math.

What do I really understand now that I'm done? As those matters are peripheral to the story he's trying to tell, it's a minor gripe, but they do stand in stark contrast to the rigor that characterizes the rest of the book. Stewart also explores the strange numerology of real mathematics, in which particular numbers have unique and unpredictable properties related to symmetry. While I enjoyed parts of this book, overall I was disappointed. Each mathematical stage is set in the context of its discovery. I'm not a mathmatician, but I am well-educated and the jargon and the formulas without explaining them used by the author really created a barrier. Why Beauty is Truth is not worth your time. I am trying to work my way through some mathematical studies and thought this would be interesting.

I am not entirely sure this is an appropriate label; if you were searching for a book to hand over to a baffled and mathematically challenged loved one to explain your fascination of maths, this would not be it. To describe how our knowledge of symmetry has developed through mathematics, the book follows a broadly chronological structure. I'm not putting that back together in any useful way! But then the author almost seemed to apologize for his style, dismiss the character and hurry off to the next one. In Why Beauty Is Truth, world-famous mathematician Ian Stewart narrates the history of the emergence of this remarkable area of study. It brings us the heart of why mathematicians pursue mathematics. Stewart is an excellent writer, but I'm afraid the material is less approachable than he makes it out to be. Inicialmente inventados por loucos matemáticos que não sabiam para o que isso serviria, ou mesmo se algum dia suas invenções serviriam.

El famoso matemático Ian Stewart nos narra en este libro irresistibles historias de estos y otros excéntricos y ocasionalmente, trágicos genios al ir describiendo como la simetría evoluciona hacia una de las más importantes ideas de las ciencias Si eres como yo, aficionado de las Matemáticas, tienes que saber de este irresistible libro que nos dona la familia de nuestro amigo y colega, Benito Bucay. I know math and science books avoid like the plague actually having math in them, but this would have benefited from e. Perhaps understandably, Stewart does succumb to the temptation to jump around within each of the eras he examines. I'm not sure if this is related to how mathmaticians' brain work, but I found the narrative organization completely confusing - he often jumped around in time, mentioning other anecdotes, but it was never really clear how they were related. In the twentieth century, however, symmetry emerged as central to the most fundamental ideas in physics and cosmology.

Stewart also explores the strange numerology of real mathematics, in which particular numbers have unique and unpredictable properties related to symmetry. The frustrating part was watching Stewart meander off into the postmodern mathematical wonderland of nonsense. Sabremos de Evaristo Galois, joven revolucionario quien renovó todas las Matemáticas al fundar el campo de la Teoría de Grupos-solo para morir a la edad de 19 años en un duelo por una mujer y antes de que sus trabajos se publicaran. He gives the general ideas, just enough so you understand the concept, without going over our heads. Раздражали огромные биографии учёных, приводимые в книге. Why Beauty is Truth nos platica esta histo Oculto en las entrañas de la Teoría de la Relatividad, de la Mecánica Cuántica, la Teoría de Cuerdas, inclusive dentro de la moderna Cosmología, reside un gran concepto: la simetría. Inicialmente inventados por loucos matemáticos que não sabiam para o que isso serviria, ou mesmo se algum dia suas invenções serviriam.

Why Beauty is Truth is not worth your time. Why beauty is truth: The history of symmetry by Ian Stewart I suspect maths in primary school would be greeted with far more enthusiasm if students had Ian Stewart as a teacher. The E-mail message field is required. His endless apologies for the existence of his chosen field might be merely tedious, but the fact that his attitude also leads him to assume his readers never got past elementary-school mathematics and don't even remember most of that crosses into the offensive. Um livro que não decepciona os leitores mais exigentes de obras de divulgação científica pois desce até onde daria para quem não tem a base teórica dos que estudam os mesmos temas em custos especializados nas universidades.

Those versed in mathematics might be frustrated by the lack of math, but a book that took the middle way between mathematical rigor and interesting history would have a very small audience. In M-theory, Calabi-Yau manifolds are replaced by 7-dimensional spaces known as G2-manifolds, because their symmetries are closely related to Killing's exceptional Lie group G2. If there is a real shortcoming to this book it is the author's stated goal of including as few diagrams as possible based on a publishing industry maxim that each diagram in a popular mathematics book decreases sales by a certain amount. I have enjoyed more the first half or so of the book than the latter part on physics applications , maybe because the latter was well-known to me, so I have skipped a few of those parts. I trust Stewart is a brilliant man but several times I wondered if this brilliance is taking him down some mathematical fairy trails. Un libro bonito de leer.

Some of these may leave your brain gibbering helplessly in a corner - this can be technical. As it was to the mathematicians themselves, the implications of their work remain hidden for much of this history. Not only is the content beautifully chosen and laid out, but the style of narration is natural and easy to follow. He was elected a Fellow of the Royal Society in 2001. I usually like reading the histories of math and was excited at the onset by the Babylonian character first introduced.