By Joseph A. Fitzmyer
During this drastically elevated moment version of To increase the Gospel, Joseph A. Fitzmyer has extra 8 new experiences of significant Pauline and Lucan subject matters no longer a part of his unique paintings. jointly those nineteen essays contemplate a few significant concerns within the s
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Additional info for To Advance the Gospel: New Testament Studies, 2nd edition (The Biblical Resource Series)
W. Argyle, "Agreements between Matthew and Luke," ExpTim 73 (1961-62) 19-22; N. T u r n e r , " T h e Minor Verbal Agreements of Mt. and Lk. against M k . / ' S £ / , 2 3 3 - 3 4 ; X. Leon Dufour, " T h e Synoptic Problem," 2 7 1 - 7 4 . Cf. L. Vaganay, Le probleme synoptique, 6 9 - 7 4 , 4 0 5 - 2 5 ; J. : Herder, 1930). 42 "On Dispensing with Q," Studies in the Gospels; Essays in Memory of R. H. Lightfoot (ed. D. E. Nineham; Oxford: Blackwell, 1957), 5 5 - 8 8 , esp. p . 6 1 . , 62. 44 "Farrer and Streeter on the Minor Agreements of Mt and Lk against Mk," SE /, 2 5 4 - 5 7 .
It is not convincing merely to state that he preferred the simpler Marcan form. 63 Second, it is difficult to explain adequately why Luke would want to break up Matthew's sermons, especially the Sermon on the Mount, in order to incorporate a part of it in his Sermon on the Plain and scatter the rest of it in an unconnected and disjointed fashion in the loose context of the travel account. , between its loosely connected or almost unconnected episodes or Sayings and its unifying preoccupation with Jesus' movement toward Jerusalem that appears from time to time [Luke 9:51, 53; 13:22; 17:11; 19:28]) has always been a problem.
6 See W. R. Farmer, Synoptic Problem, viii, 200. From a different point of view, cf. also W. " 7 This includes at present many Roman Catholic scholars. Perhaps the most significant recent contribution from this quarter to Synoptic study has been the work of B. de Solages, A Greek Synopsis of the Gospels: A New Way of Solving the Synoptic Problem (Leiden: Brill, 1959). His application of a mathematical method, involving statistical analysis, combinatory analysis, and the calculus of the probability of causes to word occurrences within pericopes, plus an independent graphic method of demonstration of the common order of pericopes in Matthew, Mark, Luke, again with the aid of combinatory analysis, has resulted in an unexpected confirmation of the Two-Source Theory.