Sifre - Interpolations

Interpolations

The Sifre to Deuteronomy is of an entirely different nature. The main portion (Nos. 53-303), halakic in character, is preceded and followed by haggadic parts, and it has all the characteristics of a midrash from the school of R. Akiba. The principles underlying the exposition are the same as those in Sifra. The term "mufneh" in the application of the principle "gezerah shawah" occurs only once, and is to be regarded as a later addition. The technical terms are largely the same in both midrashim, different terms being found only here and there in the Sifre. Moreover, the group of tannaim is different from that of the Mekilta. Those frequently mentioned in the latter, namely, R. Josiah, R. Jonathan, R. Nathan, and R. Isaac, are mentioned rarely in the Sifre; and even then their names are evidently later additions. Many passages quoted as being anonymous correspond with R. Akiba's views: e.g., Deut. 270 with Yeb. 52b; ib. 95 with Sanh. 45b; ib. 269 with Yer. Giṭ. 49b; ib. 280 with Yer. Sanh. 21c.

Similarly, some halakic differences between the Sifre and the Mekilta may be pointed out: Sifre, Deut. 123 differs from Mek., Mishpaṭim, 1; ib. 122 from Mek., Mishpaṭim, 2, which latter reproduces R. Ishmael's view (comp. D. Hoffmann, l.c. pp. 68, 69). All these points indicate that the Sifre to Deuteronomy originated in R. Akiba's school; and, as several anonymous passages may be cited to express the views of R. Simeon, this midrash may with a fair degree of certainty be ascribed to him. Such anonymous passages are found in Sifre 72-74, several sections of which Mak. 17a identifies as R. Simeon's interpretations. The same appears to be the case in Sifre 94, compared with Sanh. 112a; ib. 103 with Ḳid. 57a; ib. 121 with Sanh. 46b. Sifre 166, and perhaps also 165, likewise correspond with R. Simeon's views (comp. Ḥul. 136b; Tosef., Ḥul. ix. 2, x. 1); while in Sifre 303 the explanation of לא בערתי ממנו בטמא, and the omission of בכורים, also imply an agreement therewith (comp. Yeb. 73b and Bik. ii. 2).

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