Twirl (album)
Twirl is the second studio album by the world music band Aomusic. It was released Feb 17, 2009 on Arcturian Gate. The album debuted on international music charts at #5.
Track listing
Personnel
Guest personnel
References
External links
! (album)
! is an album by The Dismemberment Plan. It was released on October 2, 1995, on DeSoto Records. The band's original drummer, Steve Cummings, played on this album but left shortly after its release.
Track listing
Personnel
The following people were involved in the making of !:
References
"@" (album)
"@" is a studio album by John Zorn and Thurston Moore. It is the first collaborative album by the duo and was recorded in New York City in February, 2013 and released by Tzadik Records in September 2013. The album consists of improvised music by Zorn and Moore that was recorded in the studio in real time with no edits or overdubs.
Reception
Allmusic said "@ finds two of New York City's longest-running fringe dwellers churning out sheets of collaborative sounds that conjoin their respective and distinct states of constant freak-out... These seven improvisations sound inspired without feeling at all heavy-handed or urgent. More so, @ succeeds with the type of conversational playing that could only be achieved by two masters so deep into their craft that it probably feels a lot like breathing to them by now".
Track listing
All compositions by John Zorn and Thurston Moore
Album
Albums of recorded music were developed in the early 20th century, first as books of individual 78rpm records, then from 1948 as vinyl LP records played at 33 1⁄3 rpm. Vinyl LPs are still issued, though in the 21st century albums sales have mostly focused on compact disc (CD) and MP3 formats. The audio cassette was a format used in the late 1970s through to the 1990s alongside vinyl.
An album may be recorded in a recording studio (fixed or mobile), in a concert venue, at home, in the field, or a mix of places. Recording may take a few hours to several years to complete, usually in several takes with different parts recorded separately, and then brought or "mixed" together. Recordings that are done in one take without overdubbing are termed "live", even when done in a studio. Studios are built to absorb sound, eliminating reverberation, so as to assist in mixing different takes; other locations, such as concert venues and some "live rooms", allow for reverberation, which creates a "live" sound. The majority of studio recordings contain an abundance of editing, sound effects, voice adjustments, etc. With modern recording technology, musicians can be recorded in separate rooms or at separate times while listening to the other parts using headphones; with each part recorded as a separate track.
TWIRL
In cryptography and number theory, TWIRL (The Weizmann Institute Relation Locator) is a hypothetical hardware device designed to speed up the sieving step of the general number field sieve integer factorization algorithm. During the sieving step, the algorithm searches for numbers with a certain mathematical relationship. In distributed factoring projects, this is the step that is parallelized to a large number of processors.
TWIRL is still a hypothetical device - no implementation has been publicly reported. However, its designers, Adi Shamir and Eran Tromer, estimate that if TWIRL were built, it would be able to factor 1024-bit numbers in one year at the cost of "a few dozen million US dollars". TWIRL could therefore have enormous repercussions in cryptography and computer security - many high-security systems still use 1024-bit RSA keys, which TWIRL would be able to break in a reasonable amount of time and for reasonable costs.
The security of some important cryptographic algorithms, notably RSA and the Blum Blum Shub pseudorandom number generator, rests in the difficulty of factorizing large integers. If factorizing large integers becomes easier, users of these algorithms will have to resort to using larger keys (computationally more expensive) or to using different algorithms, whose security rests on some other computationally hard problem (like the discrete logarithm problem).
Podcasts:
