Derived coding frame

Schema: 1=2-nom V.subj[1=2] 1=2-acc-sik

# Coding set Argument type
1 1=NP-nom A
2 1=NP-acc-sik P

Derived from

Basic coding framevia
1-nom V.subj[1] 2-acc reflexive alternation
1-nom V.subj[1] 2-acc (3-dat) reflexive alternation
1-nom V.subj[1] reflexive alternation
1-nom V.subj[1] (3-ór+dat) reflexive alternation
1-nom V.subj[1] 2-acc (3-með+dat) reflexive alternation
1-nom V.subj[1] 2-acc 3-dat reflexive alternation
1-nom V.subj[1] 2-acc (3-fyrir+dat) reflexive alternation
1-nom V.subj[1] 2-dat 3-acc reflexive alternation
1-nom V.subj[1] 2-acc (3-með+dat) reflexive alternation
1-nom V.subj[1] 2-acc (3-með+dat) reflexive alternation
1-nom V.subj[1] 2-acc (3-með+dat) reflexive alternation
1-nom V.subj[1] 2-acc (3-með+dat) reflexive alternation
1-nom V.subj[1] 2-acc reflexive alternation
1-nom V.subj[1] 2-acc reflexive alternation
1-nom V.subj[1] 2-acc reflexive alternation
1-nom V.subj[1] 2-acc 3-acc reflexive alternation
1-nom V.subj[1] 2-acc reflexive alternation
1-nom V.subj[1] 2-acc reflexive alternation
1-nom V.subj[1] 2-acc reflexive alternation
1-nom V.subj[1] 2-acc reflexive alternation
1-nom V.subj[1] 2-acc 3-dat reflexive alternation - noncausal with reflexive

Verb forms occuring regularly in Alternations with this derived coding frame

Alternation Verb Meaning Verb form Basic coding frame Alternation class Comment # Ex.