@article{CM_1980__41_1_127_0, author = {Harris, Michael}, title = {Kubert-lang units and elliptic curves without complex multiplication}, journal = {Compositio Mathematica}, pages = {127--136}, publisher = {Sijthoff et Noordhoff International Publishers}, volume = {41}, number = {1}, year = {1980}, zbl = {0434.12008}, mrnumber = {578054}, language = {en}, url = {archive.numdam.org/item/CM_1980__41_1_127_0/} }
Harris, Michael. Kubert-lang units and elliptic curves without complex multiplication. Compositio Mathematica, Tome 41 (1980) no. 1, pp. 127-136. http://archive.numdam.org/item/CM_1980__41_1_127_0/
[1] P-adic Representations Arising from Descent on Abelian Varieties, Compositio Math., 39 (1979) 177-245. | Numdam | MR 546966 | Zbl 0417.14034
:[2] Systematic Growth of Mordell-Weil Groups of Abelian Varieties in Towers of Number Fields," Inv. Math., 51 (1979) 123-141. | MR 528019 | Zbl 0429.14013
, "[3] The Eisenstein Measure and p-Adic Interpolation. Am. J. Math., 99 (1977) 238-311. | MR 485797 | Zbl 0375.12022
:[4] p-adic interpolation of real analytic Eisenstein series," Ann. of Math., 104, pp. 459-571 (1976). | MR 506271 | Zbl 0354.14007
, "[5] "Units in the Modular Function Field," II. Math. Ann., 218, pp. 175-189 (1975); III. Math. Ann., 218, pp. 273-285 (1975); V. Math. Ann., 237, pp. 97-104. (1978). | Zbl 0371.12021
and ,[6] Elliptic Functions, Reading, Mass.: Addison-Wesley (1973). | MR 409362 | Zbl 0316.14001
,[7] Arithmetic of Weil Curves," Inv. Math. 25, pp. 1-61 (1974). | MR 354674 | Zbl 0281.14016
and , "[8] Some Applications of Kronecker's Limit Formula," Ann. of Math., 80, pp. 104-108 (1964). | MR 164950 | Zbl 0142.29804
, "[9] Unités Elliptiques," Memoire N° 36, Bull. Soc. Math. France (1973). | Numdam | MR 469889 | Zbl 0314.12006
, "[10] Propriétés galoisiennes des points d'ordre fini des courbes elliptiques," Inv. Math. 15, pp. 259-331 (1972). | EuDML 142133 | MR 387283 | Zbl 0235.14012
, "[11] Abelian l-adic Representations and Elliptic Curves, New York: W. A. BENJAMIN, Inc. (1968). | MR 263823 | Zbl 0186.25701
,