A polynomial expression. From Wordnet, Princeton University.
In the above examples, each piecewise polynomial is defined on an interval with the same length and thus forms a uniform basis. From Wordnik.com. [Wolfram Blog : Splines Come to Mathematica] Reference
In this equation, d is called the polynomial's degree. From Wordnik.com. [DevX: Latest Published Articles] Reference
The degree of the polynomial is the degree of the term with highest degree. From Wordnik.com. [Citizendium, the Citizens' Compendium - Recent changes [en]] Reference
(Since any polynomial which is zero in a neighborhood of a point must be identically zero.). From Wordnik.com. [Secret Blogging Seminar] Reference
A third order polynomial fits the result with an r2. From Wordnik.com. [Unthreaded #21 « Climate Audit] Reference
Then algebraic numbers to solve polynomial equations. From Wordnik.com. [Wolfram Blog : Mathematica 7, Johannes Kepler, and Transcendental Roots] Reference
Now let us all go out and do some polynomial regressions. From Wordnik.com. [Jeff Schweitzer: Confusing Weather and Climate: The False Debate About Global Warming] Reference
The first Legendre polynomial P0x=1 i.e. an annual average. From Wordnik.com. [Inversions from Partial Correlation Coefficients « Climate Audit] Reference
They used a Legendre polynomial with a factor range of -1 to +1. From Wordnik.com. [Foreign Aid and Growth, Arnold Kling | EconLog | Library of Economics and Liberty] Reference
Plot of Table from Landsea 1993, showing Emanuel polynomial fit. From Wordnik.com. [Hurricanes – What to Adjust « Climate Audit] Reference
Defeated by adding fractions with complex polynomial denominators. From Wordnik.com. [There's a Shakespeare meme going around for Poetry Month, and I have to be contrary:] Reference
To tackle this polynomial equation takes deconstructing its parts. From Wordnik.com. [Heather Wolpert-Gawron: The Education of Student Success: Top 10 Family Responsibilities to Help Their Student Avoid Failure] Reference
Why could not the residuals from a third order polynomial be an artifact?. From Wordnik.com. [The Atlantic Hurricane season « Climate Audit] Reference
It was designed to compute values for polynomial functions automatically. From Wordnik.com. [24 « March « 2009 « Publius the Geek’s Blog] Reference
Obviously with an ever more complex polynomial you can fit the first 2/3s. From Wordnik.com. [Southern Ocean Temperature Trends « Climate Audit] Reference
This proves that you can fit a 3rd degree polynomial to almost any data set. From Wordnik.com. [Spot the Hockey Stick #9: Andrew Weaver « Climate Audit] Reference
How many of us remember how to do a polynomial regression to uncover a trend?. From Wordnik.com. [Jeff Schweitzer: Confusing Weather and Climate: The False Debate About Global Warming] Reference
I went back and fit each of the ocean data sets with an arbitrary polynomial. From Wordnik.com. [Southern Ocean Temperature Trends « Climate Audit] Reference
We may then define a shape or variety to consist of the roots of a polynomial. From Wordnik.com. [Algebra] Reference
For linear systems these errors will grow in a linear or maybe polynomial manner. From Wordnik.com. [Quantum Hyperion] Reference
It can be seen that a sixth order polynomial gave the best fit for those attempted. From Wordnik.com. [The Atlantic Hurricane season « Climate Audit] Reference
Now you understand that combinatoric is to exponential as exponential is to polynomial. From Wordnik.com. [Coyote Blog » Blog Archive » Pondering Images] Reference
Everyone who has been through high-school mathematics knows about polynomial equations. From Wordnik.com. [Wolfram Blog : Mathematica 7, Johannes Kepler, and Transcendental Roots] Reference
It seems like most climate modeling problems are polynomial, but proving this is useful, I think. From Wordnik.com. [Computational Complexity and Climate Change? | Serendipity] Reference
If you do something like a sixth-order polynomial fit, the cycles should become part of the trend. From Wordnik.com. [The Atlantic Hurricane season « Climate Audit] Reference
Why not a second order or higher order polynomial or several linear plots over the time period of interest?. From Wordnik.com. [The Atlantic Hurricane season « Climate Audit] Reference
Gauss proved the fundamental theorem of algebra, which states that every polynomial has a root of the form a+bi. From Wordnik.com. [Gauss, Johann Carl Friedrich] Reference
How would one determine that a third order polynomial captures the trends involved in either the SST or number of storms?. From Wordnik.com. [The Atlantic Hurricane season « Climate Audit] Reference
The single bits may be understood as coefficients of a polynomial of degree R, sometimes called chord-and-tangent mapping. From Wordnik.com. [Phrack Issue #63 (The Lost Circle of Hackers)] Reference
I completely standardize both temperature and number of storms for their time trends given by third-order polynomial models. From Wordnik.com. [The Atlantic Hurricane season « Climate Audit] Reference
A sensitivity test would require you to test other fitting procedures unless you can a prior justify a third order polynomial. From Wordnik.com. [The Atlantic Hurricane season « Climate Audit] Reference
Any reader who worked through the data discovered what Newton knew, but was less than candid about: no polynomial fit the data. From Wordnik.com. [Newton's Philosophiae Naturalis Principia Mathematica] Reference
I use statistics daily but haven't factored a polynomial (other than helping my daughters slog through high school) in 30 years. From Wordnik.com. [Tom Vander Ark: American Tests Fail the Test] Reference
As this example suggests, the rate at which technology increases our productive capacity is probably polynomial, rather than linear. From Wordnik.com. [Mind the Gap] Reference
The reader is also shown in detail how to proceed from the data in each case to a polynomial as above defining the resistance force. From Wordnik.com. [Newton's Philosophiae Naturalis Principia Mathematica] Reference
Consequently, no polynomial consisting of a few always positive terms in powers of velocity can ever be adequate for resistance forces. From Wordnik.com. [Newton's Philosophiae Naturalis Principia Mathematica] Reference
Often these logicians took their inspiration from computability issues, for example the study of functions computable in polynomial time. From Wordnik.com. [Provability Logic] Reference
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