@article{CM_1980__42_3_401_0, author = {Reichard, Klaus}, title = {$C^\infty $-diffeomorphismen semianalytischer und subanalytischer Mengen}, journal = {Compositio Mathematica}, volume = {42}, year = {1980}, pages = {401-416}, zbl = {0507.32004}, language = {de}, url = {http://dml.mathdoc.fr/item/CM_1980__42_3_401_0} }
Reichard, Klaus. $C^\infty $-diffeomorphismen semianalytischer und subanalytischer Mengen. Compositio Mathematica, Tome 42 (1980) pp. 401-416. http://gdmltest.u-ga.fr/item/CM_1980__42_3_401_0/
[1] On the solutions of analytic equations. Inv. Math. 5 (1968) 277-291. | MR 232018 | Zbl 0172.05301
:[2] C' functions on a complex analytic variety. Duke Math. J. 36 (1969) 283-296. | MR 241688 | Zbl 0176.38102
:[3] When Φ(f) convergent implies f is convergent. Math. Ann. 229 (1977) 201-210. | Zbl 0355.13010
and :[4] The cartesian product structure and C∞ equivalence of singularities. Trans AMS 224 (1976) 299-311. | Zbl 0354.32006
:[5] Formal relations between analytic functions. Funct. Anal. Appl. 5 (1971) 318-319. | MR 302930 | Zbl 0254.32009
:[6] Subanalytic sets. Number Theory, Alg. Geom. and Comm. Alg. in honour of Y. Akizuki, Tokyo (1973) 453-493. | MR 377101 | Zbl 0297.32008
:[7] Ensembles sémi-analytiques. polycopie. IHES (1965).
:[8] Sur les fonctions différentiables et les ensembles analytiques. Bull. Soc. Math. France 91 (1963) 113-127. | Numdam | MR 152673 | Zbl 0113.06302
:[9] Ideals of differentiable functions. Oxford University Press (1966). | MR 212575 | Zbl 0177.17902
:[10] The measure of critical values of differentiable maps. Bull. AMS 48 (1942) 883-890. | MR 7523 | Zbl 0063.06720
:[11] Über Singularitäten analytischer Mengen. Math. Ann. 172 (1967) 249-268. | MR 230925 | Zbl 0195.09401
:[12] Differenzierbare Räume. Math. Ann. 180 (1969) 269-296. | MR 261035 | Zbl 0169.52901
:[13] Platte Funktionen auf semianalytischen Mengen. Math. Ann. 227 (1977) 277-286. | MR 450630 | Zbl 0333.32025
: l-[14] Idéaux de fonctions différentiables. Erg. d. Math. 71. Springer (1972). | MR 440598 | Zbl 0251.58001
: