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High order term ideals and a oneparametric normal form family of first integrals Majid Gazor,a1 and Nasrin Sadrib a Department ba,bof Mathematical Sciences, Isfahan University of Technology Isfahan
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How to fill out high order term ideals

01
Start by identifying the variables and their corresponding exponents in the high order term.
02
Using the identified variables and exponents, construct the term by multiplying the variables together with their respective exponents.
03
Repeat the process for each term in the polynomial to fill out all high order term ideals.

Who needs high order term ideals?

01
Mathematicians working on polynomial equations and expressions.
02
Engineers designing complex systems that involve polynomial functions.
03
Students studying algebra or calculus.
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High order term ideals refer to the principles or goals that are considered the most important or most valuable within a particular context.
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