Revision history of "LIOUVILLE THEOREMS FOR EQUATIONS AND ELLIPTIC SYSTEMS" (Q3138415)

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20 March 2024

20 December 2023

12 June 2023

10 June 2023

1 March 2023

22 February 2023

17 August 2022

  • curprev 19:3219:32, 17 August 2022DG Regio talk contribs 44,525 bytes +28,409 Changed label, description and/or aliases in el, da, fi, mt, lv, sk, ga, cs, pt, et, hu, bg, lt, hr, sv, ro, sl, pl, nl, fr, de, it, es, and other parts: Adding translations: el, da, fi, mt, lv, sk, ga, cs, pt, et, hu, bg, lt, hr, sv, ro, sl, pl,

16 January 2022

17 December 2021

9 December 2021

2 December 2021

  • curprev 11:1611:16, 2 December 2021DG Regio talk contribs 11,779 bytes +1,365 Created claim: summary (P836): L’OBJECTIF DU PROJET EST D’OBTENIR DES THÉORÈMES LIOUVILLE POUR DES SOLUTIONS OU DES SUPERSOLUTIONS DE CERTAINES ÉQUATIONS ET SYSTÈMES ELLIPTIQUES DE SECOND ORDRE, SOULEVÉS AUSSI BIEN DANS L’ESPACE QUE DANS LES DOMAINES EXTERNES OU SEMISPACES. L’OBJECTIF EST DE TROUVER, DANS LA MESURE DU POSSIBLE, DES CONDITIONS OPTIMALES POUR L’ABSENCE DE SOLUTIONS. PARMI LES ÉQUATIONS À CONSIDÉRER, IL Y A QUELQUES-UNES DANS LESQUELLES LA PRÉSENCE D’UN TERME DE...
  • curprev 11:1611:16, 2 December 2021DG Regio talk contribs 10,414 bytes +132 Changed label, description and/or aliases in fr: translated_label

12 October 2021

  • curprev 13:0213:02, 12 October 2021DG Regio talk contribs 10,282 bytes +112 Changed label, description and/or aliases in en: translated_label
  • curprev 13:0213:02, 12 October 2021DG Regio talk contribs 10,170 bytes +1,271 Created claim: summary (P836): THE AIM OF THE PROJECT IS TO OBTAIN LIOUVILLE THEOREMS FOR SOLUTIONS OR SUPERSOLUTIONS OF CERTAIN EQUATIONS AND ELLIPTIC SYSTEMS OF SECOND ORDER, RAISED BOTH IN SPACE AS WELL AS IN EXTERNAL DOMAINS OR SEMISPACES. THE AIM IS TO FIND, AS FAR AS POSSIBLE, OPTIMAL CONDITIONS FOR THE NON-EXISTENCE OF SOLUTIONS. AMONG THE EQUATIONS TO CONSIDER SHOULD BE SOME IN WHICH THE PRESENCE OF A GRADIENT TERM HINDERS THE USE OF STANDARD TECHNIQUES IN THIS FIELD....

10 October 2021

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7 October 2021