There is no 290-theorem for higher degree forms

Cites Work

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Waring's problem for algebraic number fields and primes of the form \((p^ r -1)/(p^ d-1)\)
A Springer theorem for higher degree forms
\(u\)-invariants for forms of higher degree
A Grothendieck ring of higher degree forms
Beweis für die Darstellbarkeit der ganzen Zahlen durch eine feste Anzahl \(n\)-ter Potenzen (Waringsches Problem).
Round forms of higher degree
Diagonalizable higher degree forms and symmetric tensors
A lower bound for the rank of a universal quadratic form with integer coefficients in a totally real number field
Minimal \(\mathcal S\)-universality criteria may vary in size
Indecomposable forms of higher degree
Über die Darstellung total positiver Zahlen des Körpers \(R(\sqrt{5})\) als Summe von drei Quadraten.
Zu Linniks Lösung des Waringschen Problems: Abschätzung von \(g(n)\)
Sums of \(m\)th powers of algebraic integers
Quadratic Forms Representing All Odd Positive Integers
On indecomposable quadratic forms.
Representations of positive definite quadratic forms.
Hilbert's Tenth Problem is Unsolvable
A finiteness theorem for representability of quadratic forms by forms
Extending Waring's Conjecture to 471,600,000
Diagonal forms of higher degree over function fields of p-adic curves
Number fields without n-ary universal quadratic forms
Sums of m ‐th powers in p ‐adic rings
An Unsolved Case of the Waring Problem
Generalization of Waring's Problem to Algebraic Number Fields
Number fields without universal quadratic forms of small rank exist in most degrees
Can we recover an integral quadratic form by representing all its subforms?

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