Clallam Bay, WA | Carmichael, CA | Rio Linda, CA
Brent Decker lives in Clallam Bay, Washington. Brent has also lived in Carmichael, California; Rio Linda, California; Sacramento, California and Issaquah, Washington.
Brent Decker lives in Newark, Texas. Companies in which he has a work history include Hilton Garden Inn and Sonic. His work experience includes positions as Cook. Some of Brent family members are Ana Lisa Decker and Anna Decker.
Panama City, FL | Topeka, KS | Brooklyn, NY
Brent Decker lives in Panama City, FL. Other places in which he has lived are Topeka, KS and Brooklyn, NY. He works for Phd in the capacity of Doctor. Brent is related to Loan Ngoc Phan, Emily S Schaferdecker, Arthur G Decker, Louis J Decker, Bryce Derek Decker and Loan P Decker.
Winthrop, IA | Independence, IA
Brent Decker lives in Winthrop, Iowa, but has also spent time in Independence, Iowa.
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What is Brent Decker's address?
Brent Decker's address is ***** Sand Ridge Cir, Jonesborough, TN.
What is Brent Decker's age?
Brent Decker's age is 64.
What is Brent Decker's phone number?
Brent Decker's phone number is (806) 893-****.
What is Brent Decker's Instagram?
We've discovered several social media accounts associated with Brent Decker, including @brentdecker, @brent_deckers, @brentjeremydecker, @brent.decker.96 and others. To explore more of Brent Decker's online presence, click here.
What is Brent Decker's Facebook?
We've discovered several social media accounts associated with Brent Decker, including @brent.decker.758, @brent.decker.9, @brent.decker.33, @brent.decker.35 and others. To explore more of Brent Decker's online presence, click here.
What is Brent Decker's famous for?
In numerical analysis, Brent's method is a hybrid root-finding algorithm combining the bisection method, the secant method and inverse quadratic interpolation. It has the reliability of bisection but it can be as quick as some of the less-reliable methods. The algorithm tries to use the potentially fast-converging secant method or inverse quadratic interpolation if possible, but it falls back to the more robust bisection method if necessary. Brent's method is due to Richard Brent and builds on an earlier algorithm by Theodorus Dekker. Consequently, the method is also known as the Brent–Dekker method.. You can find more here.
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