| asynced1 ↔ bv, asynced0 ↔ bv0, files0[m] = mkfile(m0, md0, # links(m, dirs), content), err = ESUCCESS, files = files0, icache = icache0, inode = mkinode(m, md, false, # links(m, dirs), 0, m2), pcache = pcache0, afs-cons(dirs, files0), dcache-cons(dcache, dirs, files0), icache-cons(icache0, dirs, files0), pcache-cons(pcache0, dirs, files0), synced(dirs, icache0, pcache0), valid-file-inode(inode, dirs, files), m ∈ files0 ⊦ [if ¬ asynced0 then {cache_fsync-pages#(inode, dirs; err, files, pcache, asynced); if err = ESUCCESS ∧ ¬ asynced1 then cache_fsync-inode#(; inode, err, dirs, files, icache, asynced); if err = ESUCCESS then afs_fsync#(inode, asynced1, dirs, files; ; asynced, err)}] ∀ ino. ino ≠ m ∧ ino ∈ files0 → ino ∈ files ∧ ((files ⊕ pcache) ⊕ icache)[ino] = ((files0 ⊕ pcache0) ⊕ icache0)[ino] |
asynced0 ↔ bv0, asynced1 ↔ bv, files0[m] = mkfile(m0, md0, # links(m, dirs), content), ¬ asynced0, err = ESUCCESS, files = files0, icache = icache0, inode = mkinode(m, md, false, # links(m, dirs), 0, m2), pcache = pcache0, afs-cons(dirs, files0), dcache-cons(dcache, dirs, files0), icache-cons(icache0, dirs, files0), pcache-cons(pcache0, dirs, files0), synced(dirs, icache0, pcache0), valid-file-inode(inode, dirs, files), m ∈ files0 ⊦ [cache_fsync-pages#(inode, dirs; err, files, pcache, asynced); if err = ESUCCESS ∧ ¬ asynced1 then cache_fsync-inode#(; inode, err, dirs, files, icache, asynced); if err = ESUCCESS then afs_fsync#(inode, asynced1, dirs, files; ; asynced, err)] ∀ ino. ino ≠ m ∧ ino ∈ files0 → ino ∈ files ∧ ((files ⊕ pcache) ⊕ icache)[ino] = ((files0 ⊕ pcache0) ⊕ icache0)[ino]
asynced0 ↔ bv0, asynced1 ↔ bv, files0[m] = mkfile(m0, md0, # links(m, dirs), content), asynced0, err = ESUCCESS, files = files0, icache = icache0, inode = mkinode(m, md, false, # links(m, dirs), 0, m2), pcache = pcache0, afs-cons(dirs, files0), dcache-cons(dcache, dirs, files0), icache-cons(icache0, dirs, files0), pcache-cons(pcache0, dirs, files0), synced(dirs, icache0, pcache0), valid-file-inode(inode, dirs, files), m ∈ files0 ⊦ [skip] ∀ ino. ino ≠ m ∧ ino ∈ files0 → ino ∈ files ∧ ((files ⊕ pcache) ⊕ icache)[ino] = ((files0 ⊕ pcache0) ⊕ icache0)[ino]