Nested is the seventh studio album by Bronx-born singer, songwriter, and pianist Laura Nyro. It was released in 1978 on Columbia Records.
Following on from her extensive tour to promote 1976's Smile, which resulted in the 1977 live album Season of Lights, Nyro retreated to her new home in Danbury, Connecticut, where she lived after spending her time in the spotlight in New York City.
Nyro had a studio built at her home and recorded there the songs that comprised Nested. The songs deal with themes such as motherhood and womanhood, and Nyro is notably more relaxed in her singing on the album. The instrumentation is laid back and smooth, similar to that of Smile, but perhaps less jazz-inspired and more melodic. Nyro was assisted in production by Roscoe Harring, while Dale and Pop Ashby were chief engineers.
Critics praised the album as a melodic return to form, and Nyro supported the album with a solo tour when she was heavily pregnant with her son Gil, who was born two months after the album was released. Despite acclaim and a melodic, arguably more commercial sound, Nested was not a commercial success and became Nyro's first album since her 1967 debut More Than a New Discovery to miss the Billboard 200, then known as the Pop Albums chart.
Such was its commercial failure that for years it remained out of print and is unquestionably Nyro's least-known and most rare studio album. After the birth of her son in August 1978, she retreated once again from the limelight after a three-year return to raise her son. She did not record for another five years, and her recording pattern became increasingly intermittent.
Nested was briefly released on CD in Japan only and was out of print for many years. On April 8, 2008, it was reissued on CD in the US in remastered form by Iconoclassic Records.
Guitars were played by Vinnie Cusano, who later became the guitarist for KISS from 1982 to 1984 under the name Vinnie Vincent.
Hi PF.
I'm aware of a formula for solving (when possibile) nested square roots of the type ##\sqrt{a+\sqrt{b}}##.
But is there any formula/strategy for solving higher degree nested radicals? For example, I cannot understand how one can solve...
$$
\sqrt[5]{\frac{5 \sqrt{5}-11}{2^6}}=\frac{1}{4}...