The ubiquity of polynomials and their ability to characterize
complex patterns let us better understand generalizations,
theorems, and elegant paths to solutions that they provide. We
strive to showcase the true beauty of polynomials through a
well-thought collection of problems from mathematics competitions
and intuitive lectures that follow the sub-topics. Thus, we present
a view of polynomials that incorporates various techniques paired
with the favorite themes that show up in math contests.
General
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