Larry Gonick is a veteran American cartoonist best known for his delightful comic-book guides to science and history, many of which have previews online. Chief among them is his long-running
Cartoon History of the Universe (later
The Cartoon History of the Modern World), a sprawling multi-volume opus documenting everything from the Big Bang to the Bush administration. Published over the course of three decades, it takes a truly global view -- its time-traveling Professor thoroughly explores not only familiar topics like Rome and World War II but the oft-neglected stories of Asia and Africa, blending caricature and myth with careful scholarship (cited by
fun illustrated bibliographies) and tackling even the most obscure events
with intelligence and wit. This savvy satire carried over to Gonick's
Zinn-by-way-of-
Pogo chronicle
The Cartoon History of the United States, along with a bevy of
Cartoon Guides to other topics, including
Genetics, Computer Science, Chemistry, Physics, Statistics, The Environment, and (yes!)
Sex. Gonick has also maintained a few sideprojects, such as
a webcomic look at Chinese invention,
assorted math comics (
previously), the
Muse magazine mainstay
Kokopelli & Co. (featuring the shenanigans of his
"New Muses"), and
more. See also
these lengthy interview snippets, linked
previously. Want more? Amazon links to the complete oeuvre inside!
[more inside]
posted by Rhaomi
on Jun 6, 2011 -
29 comments
Robert Hodgin's
Magnetic sculptures: "These forms are created with cylinder magnets, spherical magnets, and ball bearings. Magnetism is the only thing holding the forms together. They are fairly fragile and picking them up will likely crush them. All of the forms I created were variations of the 12 sided dodecahedron. This particular platonic solid seems to be the form the magnets are happiest with." [
via]
posted by dhruva
on Apr 14, 2010 -
11 comments
The beauty of roots. From
Dan Christensen and Sam Derbyshire via John Baez. If you like algebra: these are plots of the density in the complex plane of roots of polynomials with small integral coefficients. If you don't: these are extravagantly beautiful images produced from the simplest of mathematical procedures. Explore the image interactively
here.
posted by escabeche
on Jan 4, 2010 -
29 comments
"This is a story of how the impossible became possible. How, for centuries, scientists were absolutely sure that solids (as well as decorative patterns like tiling and quilts) could only have certain symmetries - such as square, hexagonal and triangular - and that most symmetries, including five-fold symmetry in the plane and icosahedral symmetry in three dimensions (the symmetry of a soccer ball), were strictly forbidden. Then, about twenty years ago, a new kind of pattern, known as a "quasicrystal," was envisaged that shatters the symmetry restrictions and allows for an infinite number of new patterns and structures that had never been seen before, suggesting a whole new class of materials...."
Physicist Paul J. Steinhardt
delivers a fascinating lecture (WMV) on
tilings and
quasicrystals. However, it turns out science was beaten to the punch: a recent
paper (PDF)
suggests Islamic architecture developed similar tilings centuries earlier.
posted by parudox
on Mar 18, 2007 -
11 comments
Mathematics and art are thoroughly explored as two intertwined fields, in this online version of a Dartmouth course focusing on patterns [more inside].
posted by edlundart
on Oct 29, 2003 -
10 comments
