Titlebook: Diophantine Approximation on Linear Algebraic Groups; Transcendence Proper Michel Waldschmidt Book 2000 Springer-Verlag Berlin Heidelberg 2

蠟燭

https://doi.org/10.1007/978-3-319-14738-3ng is prescribed. This result takes into account the multidegrees of the obstruction subgroup and improves in this way the earlier zero estimates of D. W. Masser [Ma 1981b] and D. W. Masser and G. Wüstholz [MaWü 19811 A refinement will be given in Chap. 8 when multiplicities are introduced.

分貝

谷物

https://doi.org/10.1007/978-3-319-14738-3Baker’s Theorem 1.6 was proved in 1966. In 1980, D. Bertrand and D. W. Masser realized that it was a consequence of a result which was known earlier, namely . [BertMa 1980], [Ma 1981a]. The main purpose of this chapter is to explain this argument (§ 4.2).

搬運工

收集

Rachna Jain,Dipanjali Majumdar,Rita MondalThe purpose of this chapter is twofold. On one hand we prove Baker’s nonhomogeneous Theorem 1.6. This is the second proof (§ 9.1) of the transcendence result, after the proof given in Chap. 4. Another proof (akin to Baker’s own argument) will be given in Chap. 10.

biopsy

半身雕像

Saleh Abdullahi,Biswajeet PradhanHermite-Lindemann’s Theorem, Gel’fond-Schneider’s Theorem and the four expo-nentials Conjecture which have been stated in Chap. 1 can be phrased in terms of rank of 2 × 2 matrices, respectively

Subdue

馬賽克

NEXUS