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1
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\(Subject(s_i) \wedge Subject(s_j) \wedge (s_i \xrightarrow {partOf} s_j ) \Longrightarrow me(s_j)= me(s_j) \cup me(s_i)\)
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2
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\(Subject(s_i) \wedge Subject(s_j) \wedge (s_i \xrightarrow {partOf} s_j ) \Longrightarrow ma(s_j)= ma(s_j) \cup ma(s_i)\)
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3
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\(Process(s_i) \wedge Process(s_j) \wedge (s_i \xrightarrow {parentOf} s_j ) \Longrightarrow me(s_j)= me(s_j) \cup me(s_i)\)
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4
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\(Process(s_i) \wedge Process(s_j) \wedge (s_i \xrightarrow {parentOf} s_j ) \Longrightarrow ma(s_j)= ma(s_j) \cup ma(s_i)\)
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5
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\(Event(e_i) \wedge Object(o_j) \wedge (o_j \xrightarrow {partOf} object(e_i) ) \wedge (action(e_i)=R) \Longrightarrow me(subject(e_i)):=me(subject(e_i)) \cup \{o_j\}\)
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6
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\(Event(e_i) \wedge Object(o_j) \wedge (o_j \xrightarrow {partOf} object(e_i) ) \wedge (action(e_i)=W ) \Longrightarrow ma(subject(e_i)):=ma(subject(e_i)) \cup \{o_j\}\)
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7
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\(Event(e_i) \wedge Object(o_j) \wedge (o_j \xrightarrow {partOf} object(e_i) ) \wedge (action(e_i)=D) \Longrightarrow ma(subject(e_i)):=ma(subject(e_i)) \cup \{o_j\}\)
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8
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\(Event(e_i) \wedge Event(e_j) \wedge action(e_i)=W \wedge action(e_j)=R \wedge object(e_i) = object(e_j) \wedge UT(subject(e_i)) \Rightarrow me(subject(e_j))= me(subject(e_j)) \cup me(subject(e_i))\)
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9
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\(Event(e_i) \wedge Event(e_j) \wedge action(e_i)=W \wedge action(e_j)=R \wedge object(e_i) \xrightarrow {partOf} object(e_j) \wedge UT(subject(e_i)) \Rightarrow me(subject(e_j))= me(subject(e_j)) \cup me(subject(e_i))\)
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10
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\(Event(e_i) \wedge Event(e_j) \wedge UT(subject(e_i)) \wedge (action(e_i)=W) \wedge (object(e_i)=subject(e_j)) \wedge (action(e_j)=W)\)
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\(\Rightarrow ma(subject(e_i)):=ma(subject(e_i)) \cup \{object(e_j)\}\)
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11
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\(Event(e_i) \wedge Event(e_j) \wedge UT(subject(e_i)) \wedge (action(e_i)=W) \wedge (object(e_i)=subject(e_j)) \wedge (action(e_j)=D)\)
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\(\Rightarrow ma(subject(e_i)):=ma(subject(e_i)) \cup \{object(e_j)\}\)
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12
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\(Event(e_i) \wedge Event(e_j) \wedge UT(subject(e_i)) \wedge (action(e_i)=C) \wedge (object(e_i)=subject(e_j)) \wedge (action(e_j)=W)\)
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\(\Rightarrow ma(subject(e_i)):=ma(subject(e_i)) \cup \{object(e_j)\}\)
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13
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\(Event(e_i) \wedge Event(e_j) \wedge UT(subject(e_i)) \wedge (action(e_i)=C) \wedge (object(e_i)=subject(e_j)) \wedge (action(e_j)=D)\)
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\(\Rightarrow ma(subject(e_i)):=ma(subject(e_i)) \cup \{object(e_j)\}\)
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