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Whether a member method is accessible at a method invocation depends on the access modi er (public, none, protected, or private) in the member s declaration and on where the method invocation appears The class or interface determined by compile-time step 1 ( 15121) is searched for all member methods that are potentially applicable to this method invocation; members inherited from superclasses and superinterfaces are included in this search In addition, if the method invocation has, before the left parenthesis, a MethodName of the form Identi er, then the search process also examines all methods that are (a) imported by single-static-import declarations ( 753) and staticimport-on-demand declarations ( 754) within the compilation unit ( 73) within which the method invocation occurs, and (b) not shadowed ( 631) at the place where the method invocation appears If the search does not yield at least one method that is potentially applicable, then a compile-time error occurs
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The clause above implies that a non-generic method may be potentially applicable to an invocation that supplies explicit type parameters Indeed, it may turn out to be applicable In such a case, the type parameters will simply be ignored This rule stems from issues of compatibility and principles of substitutability Since interfaces or superclasses may be generi ed independently of their subtypes, we may override a generic method with a non-generic one However, the overriding (non-generic) method must be applicable to calls to the generic method, including calls that explicitly pass type parameters Otherwise the subtype would not be substitutable for its generi ed supertype
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EXPRESSIONS
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Compile-Time Step 2: Determine Method Signature 15122
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151222 Phase 1: Identify Matching Arity Methods Applicable by Subtyping Let m be a potentially applicable method ( 151221), let e1, , en be the actual argument expressions of the method invocation and let Ai be the type of ei, 1 i n Then: If m is a generic method, then let F1 Fn be the types of the formal parameters of m and let R1 Rp p 1 , be the formal type parameters of m, and let Bl be the declared bound of Rl, 1 l p Then:
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Otherwise let U1 Up be the explicit type arguments given in the method invocation
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Otherwise, let S1 Sn be the types of the formal parameters of m The method m is applicable by subtyping if and only if both of the following conditions hold: For 1 i n , either:
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If m is a generic method as described above then Ul <: Bl[R1 = U1, , Rp = Up], 1 l p
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If no method applicable by subtyping is found, the search for applicable methods continues with phase 2 ( 151223) Otherwise, the most speci c method ( 151225) is chosen among the methods that are applicable by subtyping
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Ai is a subtype ( 410) of Si (Ai <: Si) or
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Then let Si = Fi[R1 = U1, , Rp = Up] 1 i < n , be the types inferred for of the formal parameters of m
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Ai is convertible to some type Ci by unchecked conversion ( 519), and Ci <: Si
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If the method invocation does not provide explicit type arguments then let U1 Up be the actual type arguments inferred ( 151227) for this invocation of m, using a set of initial constraints consisting of the constraints Ai << Fi for each actual argument expression ei whose type is a reference type, 1 i n
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15122 Compile-Time Step 2: Determine Method Signature
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151223 Phase 2: Identify Matching Arity Methods Applicable by Method Invocation Conversion Let m be a potentially applicable method ( 151221), let e1, , en be the actual argument expressions of the method invocation and let Ai be the type of ei, 1 i n Then: If m is a generic method, then let F1 Fn be the types of the formal parameters of m, and let R1 Rp p 1 , be the formal type parameters of m, and let Bl be the declared bound of Rl, 1 l p Then:
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If the method invocation does not provide explicit type arguments then let U1 Up be the actual type arguments inferred ( 151227) for this invocation of m, using a set of initial constraints consisting of the constraints Ai << Fi, 1 i n Otherwise let U1 Up be the explicit type arguments given in the method invocation
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The method m is applicable by method invocation conversion if and only if both of the following conditions hold: For 1 i n , the type of ei, Ai, can be converted by method invocation conversion ( 53) to Si If m is a generic method as described above then Ul <: Bl[R1 = U1, , Rp = Up], 1 l p If no method applicable by method invocation conversion is found, the search for applicable methods continues with phase 3 ( 151224) Otherwise, the most speci c method ( 151225) is chosen among the methods that are applicable by method invocation conversion 151224 Phase 3: Identify Applicable Variable Arity Methods Let m be a potentially applicable method ( 151221) with variable arity, let e1, , ek be the actual argument expressions of the method invocation and let Ai be the type of ei, 1 i k Then: If m is a generic method, then let F1 Fn, where 1 n k + 1 , be the types of the formal parameters of m, where Fn = T[] for some type T, and let R1 446
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Then let Si = Fi[R1 = U1, , Rp = Up] 1 i n , be the types inferred for the formal parameters of m Otherwise, let S1 Sn be the types of the formal parameters of m
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