Planetary phase

Refers to the periods of time during which a planet's surface reflects different amounts of sunlight, revealing different portions of the planet's surface from the perspective of a given point in space.

Inferior planets

The two inferior planets, Mercury and Venus, which have orbits that are smaller than the Earth's, exhibit the full range of phases as does the Moon, when seen through a telescope. Their phases are "full" when they are at superior conjunction, on the far side of the Sun as seen from the Earth. (It is possible to see them at these times, since their orbits are not exactly in the plane of Earth's orbit, so they usually appear to pass slightly above or below the Sun in the sky. Seeing them from the Earth's surface is difficult, because of sunlight scattered in Earth's atmosphere, but observers in space can see them easily if direct sunlight is blocked from reaching the observer's eyes.) The planets' phases are "new" when they are at inferior conjunction, passing more or less between the Sun and the Earth. (Sometimes they appear to cross the solar disk, which is called a transit of the planet.) At intermediate points on their orbits, these planets exhibit the full range of crescent and gibbous phases.

Minimalist program

In linguistics, the minimalist program (MP) is a major line of inquiry that has been developing inside generative grammar since the early 1990s, starting with a 1993 paper by Noam Chomsky.

Chomsky presents MP as a program, not as a theory, following Imre Lakatos's distinction. The MP seeks to be a mode of inquiry characterized by the flexibility of the multiple directions that its minimalism enables. Ultimately, the MP provides a conceptual framework used to guide the development of grammatical theory. For Chomsky, there are minimalist questions, but the answers can be framed in any theory. Of all these questions, the one that plays the most crucial role is this: why language has the properties it has. The MP lays out a very specific view of the basis of syntactic grammar that, when compared to other formalisms, is often taken to look very much like a theory.

Theoretical goals

Perfection

The MP appeals to the idea that the language ability in humans shows signs of being incorporated under an optimal design with exquisite organization, which seems to suggest that the inner workings conform to a very simple computational law or a particular mental organ. In other words, the MP works on the assumption that universal grammar constitutes a perfect design in the sense that it contains only what is necessary to meet our conceptual and physical (phonological) needs.

Phase (band)

Phase /feɪz/ is a UK-based rock band formed in Larissa, Greece in 2003. They made a digital single ("Perdition") for Microsoft’s Playlist Seven program in Feb 2010, they released one album In Consequence in which Duncan Patterson, better known from his work with the British rock band Anathema, took part. According to Reverbnation's charts, Phase is ranked 1st nationwide in Greece. Phase climbed on #12 of Billboard's fastest rising acts powered by Next Big Sound in the week of June 14th 2012.

History

Formation (2003;2008)

Phase was formed in 2003 and played intermittently until 2008 when they began recording their album In Consequence and performed at concerts. Soon after they had a functional line up they recorded Perdition which was the very first track Phase ever recorded to be later a part of Microsoft's Playlist 7 campaign.

Response

Phase has been the subject of several alternative rock publications and has generally been well received by its critics. They have had interviews in various magazines and radiostations and have received praise for their shows.

Stop

Stop may refer to:

Film

Music

Albums

Songs

Octagrammic prism

In geometry, the octagrammic prism is one of an infinite set of nonconvex prisms formed by square sides and two regular star polygon caps, in this case two octagrams.

Stop (Rogatica)

Stop (Serbian: Стоп) is a village in the municipality of Rogatica, Republika Srpska, Bosnia and Herzegovina.

References

Coordinates: 42°40′N 18°30′E / 42.667°N 18.500°E / 42.667; 18.500