Part 3 (KC and the Sunshine Band album)

Part 3 is the fourth studio album by the funk and disco group KC and the Sunshine Band. The album was produced by Harry Wayne Casey and Richard Finch and was released in October 1976 on the TK label.

History

Part 3 contains three of the band's biggest hits, "(Shake, Shake, Shake) Shake Your Booty", "I'm Your Boogie Man", and "Keep It Comin' Love". The first two reached #1 on the Billboard Hot 100 while the third peaked at number two. Two other singles, "I Like to Do It" and "Wrap Your Arms Around Me" found moderate success on the charts. The album was remastered and reissued in 2006 by Collector's Choice Music.

Track listing

All songs written and composed by Harry Wayne Casey and Richard Finch. 

Personnel

POLR2A

DNA-directed RNA polymerase II subunit RPB1, also known as RPB1, is an enzyme that in humans is encoded by the POLR2A gene.

Function

This gene encodes the largest subunit of RNA polymerase II, the polymerase responsible for synthesizing messenger RNA in eukaryotes. The product of this gene contains a carboxy terminal domain composed of heptapeptide repeats that are essential for polymerase activity. These repeats contain serine and threonine residues that are phosphorylated in actively transcribing RNA polymerase. In addition, this subunit, in combination with several other polymerase subunits, forms the DNA-binding domain of the polymerase, a groove in which the DNA template is transcribed into RNA.

Interactions

POLR2A has been shown to interact with:

References

Further reading

RPO

RPO may refer to:

Path ordering (term rewriting)

In theoretical computer science, in particular in term rewriting, a path ordering is a well-founded strict total order (>) on the set of all terms such that

where (^.>) is a user-given total precedence order on the set of all function symbols.

Intuitively, a term f(...) is bigger than any term g(...) built from terms s_i smaller than f(...) using a lower-precedence root symbol g. In particular, by structural induction, a term f(...) is bigger than any term containing only symbols smaller than f.

A path ordering is often used as reduction ordering in term rewriting, in particular in the Knuth–Bendix completion algorithm. As an example, a term rewriting system for "multiplying out" mathematical expressions could contain a rule x*(y+z) → (x*y) + (x*z). In order to prove termination, a reduction ordering (>) must be found with respect to which the term x*(y+z) is greater than the term (x*y)+(x*z). This is not trivial, since the former term contains both less function symbols and less variables than the latter. However, setting the precedence (*) ^.> (+), a path ordering can be used, since both x*(y+z) > x*y and x*(y+z) > x*z is easy to achieve.