Titlebook: Kölner Papyri; P. Köln,Bärbel Kramer,Dieter Hagedorn Book 1978 Springer Fachmedien Wiesbaden 1978 Griechisch.Kölner Papyri.Ostrakon.Papyru

Combat

书目名称Kölner Papyri影响因子(影响力)




书目名称Kölner Papyri影响因子(影响力)学科排名




书目名称Kölner Papyri网络公开度




书目名称Kölner Papyri网络公开度学科排名




书目名称Kölner Papyri被引频次




书目名称Kölner Papyri被引频次学科排名




书目名称Kölner Papyri年度引用




书目名称Kölner Papyri年度引用学科排名




书目名称Kölner Papyri读者反馈




书目名称Kölner Papyri读者反馈学科排名

declamation

Griechische Papyrusurkunden,und das Jahr 10 ihres Sohnes Ptolemaios X. Alexandros I.; außerdem sind die eponymen Priester des Königskultes angeführt, was man eigentlich bereits seit der Mitte des 3. Jh. in immer geringerem Umfange tut (vgl. P. Sorb. 14 aus dem Jahre 266 v. Chr., mit Komm.), denn die Datierung nach Königen ist

2否定

ment interact via sets . and . of input and output signals. The input to the synthesis problem contains, in addition to a specification, also a list of ., a function ., which maps each signal to the cost of hiding it, and a bound . on the budget that the system may use for hiding of signals. The des

Intuitive

P. Kölne show how infinite-duration games with Emerson-Lei objectives can be analyzed in two different ways. First, we show that the Zielonka tree of the Emerson-Lei condition naturally gives rise to a new reduction to parity games. This reduction, however, does not result in optimal analysis. Second, we s

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P. Köln, at most one transition with non-zero probability goes to a state at the same level, and all others go to states at a higher level. We present expressiveness and decidability results for 1-level HPAs that work on both finite and infinite length input strings; in a 1-level HPA states are divided int

保全

P. Köln, at most one transition with non-zero probability goes to a state at the same level, and all others go to states at a higher level. We present expressiveness and decidability results for 1-level HPAs that work on both finite and infinite length input strings; in a 1-level HPA states are divided int

Coordinate

P. Köln, at most one transition with non-zero probability goes to a state at the same level, and all others go to states at a higher level. We present expressiveness and decidability results for 1-level HPAs that work on both finite and infinite length input strings; in a 1-level HPA states are divided int

commodity

Vaginismus

hypotension

Indices,Die großen Zahlen bezeichnen die Nummer, die kleinen Zahlen die Zeile des Papyrus.