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Fractals: On the Edge of Chaos

Fractals: On the Edge of Chaos - Oliver Linton

Fractals: On the Edge of Chaos


What are fractals? Why are they such fun? How do you make one? Why is a dripping tap not as random as it seems? What is chaos? Is the Mandelbrot Set really the most complex object in mathematics? In this beautifully illustrated book, fractal-hunter Oliver Linton takes us on a fascinating journey into the mathematics of fractals and chaos, diving into many kinds of self- similar structures to reveal some of the most recently discovered and intriguing patterns in science and nature. WOODEN BOOKS US EDITIONS. Small books, BIG ideas. Tiny but packed with information. "Stunning" NEW YORK TIMES. "Fascinating" FINANCIAL TIMES. "Beautiful" LONDON REVIEW OF BOOKS. "Rich and Artful" THE LANCET. "Genuinely mind-expanding" FORTEAN TIMES. "Excellent" NEW SCIENTIST.
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What are fractals? Why are they such fun? How do you make one? Why is a dripping tap not as random as it seems? What is chaos? Is the Mandelbrot Set really the most complex object in mathematics? In this beautifully illustrated book, fractal-hunter Oliver Linton takes us on a fascinating journey into the mathematics of fractals and chaos, diving into many kinds of self- similar structures to reveal some of the most recently discovered and intriguing patterns in science and nature. WOODEN BOOKS US EDITIONS. Small books, BIG ideas. Tiny but packed with information. "Stunning" NEW YORK TIMES. "Fascinating" FINANCIAL TIMES. "Beautiful" LONDON REVIEW OF BOOKS. "Rich and Artful" THE LANCET. "Genuinely mind-expanding" FORTEAN TIMES. "Excellent" NEW SCIENTIST.
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green icon awesome check Achizitie verificata
O carte scrisa ca un material didactic pentru toti curiosii care vor sa descopere secretele fractalilor. Autorul pune in perspectiva cursul istoriei fractalilor, abordarea matematica si exemplele din viata reala unde apar fractali. Sunt trecuti in revista toti fractalii cei mai celebrii, cum ar fi Harta Mendelbrot si fulgul de nea Kotch. Foarte mica dar foarte cuprinzatoare, avand atat explicatii cat si multe ilustratii cu fractali si grafice de functii. Autorul evidentiaza legatura dintre haos (sistemele haotice) si modul in care comportarea lor este modelata tot de catre fractali. O carte deosebita, ca o enciclopedie pentru adultii care vor sa invete lucruri noi.
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