SOLVED: Prove the converse to Hilbert's Basis Theorem: if the polynomial ring R[x] is Noetherian, then R is Noetherian.
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SOLVED: Prove the converse to Hilbert's Basis Theorem: if the polynomial ring R[x] is Noetherian, then R is Noetherian.
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Square summability with geometric weight for classical orthogonal expansions : D. Karp : Free Download, Borrow, and Streaming : Internet Archive
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SOLVED: Prove the converse to Hilbert's Basis Theorem: if the polynomial ring R[x] is Noetherian, then R is Noetherian.
Fourier transform - Wikipedia
https://m.youtube.com/watch?vu003dEi1PvNbSzEM
On purely-maximal ideals and semi-Noetherian power series rings | Beiträge zur Algebra und Geometrie / Contributions to Algebra and Geometry
Mathematics | Free Full-Text | A Method of the Riemann–Hilbert Problem for Zhang's Conjecture 2 in a Ferromagnetic 3D Ising Model: Topological Phases
PDF) A Converse to the Lions-Stampacchia Theorem ∗ | Michel THERA - Academia.edu
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linear logic in nLab
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