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Israeli mathematicians have distinguished themselves with dramatic breakthroughs in data encryption (mathematically scrambling confidential data), data compression (squeezing out redundancies in digital files) and error correction (encoding transmissions so that they survive static on the line).
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They may have distinguished hairlines.
"They have distinguished themselves by their achievements".
Now, three mathematicians have proposed a purely mathematical technique that requires only a digitized image and shown that they can use it to distinguish authentic drawings by Flemish artist Pieter Bruegel the Elder (ca. 1525-1569) from imitations by his contemporaries and followers.
Mathematicians have long disputed the question.
For hundreds of years mathematicians have fiddled with combination problems.
(Other mathematicians have reduced this gap to two hundred and forty six).
Over the years, mathematicians have generalized this theorem in all sorts of surprising ways.
Mathematicians have since used this technique to study algebraic curves of all degrees.
How many truly great mathematicians have you ever heard of who couldn't get a job?
Mathematicians have been stumped for decades.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com