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Waring's problem for squares
...
Polynomial
Diophantine equation
Additive number theory
Additive basis
Additive basis theorem
Waring's problem
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words: 25
articles: 3
4 squares are sufficient by
Lagrange's four-square theorem
.
3 is not enough by
Legendre's three-square theorem
.
The subsets reachable with 2 and 3 squares are fully characterized by
Legendre's three-square theorem
and
Table of contents
25
3
Lagrange's four-square theorem
(Every natural number is a sum of four squares, 1770)
Waring's problem for squares
Legendre's three-square theorem
(iff not of form
4
a
(
8
b
+
7
)
, 1770)
Waring's problem for squares
Sum of two squares theorem
Waring's problem for squares
Ancestors
(13)
Waring's problem
Additive basis theorem
Additive basis
Additive number theory
Diophantine equation
Polynomial
Numeric function
Function by signature
Function
Formalization of mathematics
Area of mathematics
Mathematics
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