at
.
logic
.
gapt
.
proofs
.
resolution
.
andrews
AndTR
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package andrews
object
AndTR
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final
def
!=
(
arg0:
Any
)
:
Boolean
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final
def
##
()
:
Int
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final
def
==
(
arg0:
Any
)
:
Boolean
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def
apply
[
V <:
OccSequent
]
(
s1:
ResolutionProof
[
V
]
,
term1oc:
FormulaOccurrence
)
:
UnaryAGraph
[
OccSequent
] with
UnaryResolutionProof
[
V
] with
AuxiliaryFormulas
with
PrincipalFormulas
{ def rule: at.logic.gapt.proofs.resolution.andrews.AndTRType.type }
final
def
asInstanceOf
[
T0
]
:
T0
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def
clone
()
:
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protected[
java.lang
]
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...
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final
def
eq
(
arg0:
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)
:
Boolean
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def
equals
(
arg0:
Any
)
:
Boolean
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def
finalize
()
:
Unit
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protected[
java.lang
]
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@throws
(
classOf[java.lang.Throwable]
)
final
def
getClass
()
:
Class
[_]
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def
hashCode
()
:
Int
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final
def
isInstanceOf
[
T0
]
:
Boolean
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final
def
ne
(
arg0:
AnyRef
)
:
Boolean
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final
def
notify
()
:
Unit
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final
def
notifyAll
()
:
Unit
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final
def
synchronized
[
T0
]
(
arg0: ⇒
T0
)
:
T0
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def
toString
()
:
String
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def
unapply
[
V <:
OccSequent
]
(
proof:
ResolutionProof
[
V
]
)
:
Any
final
def
wait
()
:
Unit
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@throws
(
...
)
final
def
wait
(
arg0:
Long
,
arg1:
Int
)
:
Unit
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(
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)
final
def
wait
(
arg0:
Long
)
:
Unit
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)
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