線型論理による並行計算の多次元表記環境の実装とその評価

Summing up, to model intuitionistic linear logic we need a symmetric monoidal closed category, with finite products and coproducts, equipped with a linear exponential comonad.. To

Specifically, we consider the glueing of (i) symmetric monoidal closed cat- egories (models of Multiplicative Intuitionistic Linear Logic), (ii) symmetric monoidal adjunctions

3.1, together with the result in (Barber and Plotkin 1997) (completeness via the term model construction), is that the term model of DCLL forms a model of DILL, i.e., a

We investigate a version of asynchronous concurrent process calculus based on linear logic. In our framework, formulas are identified with processes and inference rules are

Amount of Remuneration, etc. The Company does not pay to Directors who concurrently serve as Executive Officer the remuneration paid to Directors. Therefore, “Number of Persons”

2.2.2.2.2 瓦礫類一時保管エリア 瓦礫類の線量評価は，次に示す条件で MCNP コードにより評価する。

瓦礫類の線量評価は，次に示す条件で MCNP コードにより評価する。 なお，保管エリアが満杯となった際には，実際の線源形状に近い形で

2.2.2.2.2 瓦礫類一時保管エリア 瓦礫類の線量評価は，次に示す条件で MCNP コードにより評価する。