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Signature symbols in this unit

Symbol	Specification	Kind	Type
# .	nat-bag	f	nat-bag → nat
# .	apebs	f	apebs → nat
# .	buffer	f	buffer → nat
. % .	nat-div	pf	nat × nat → nat with λ n, m. m ≠ 0
. * .	nat-mult	f	nat × nat → nat
. + .	nat-basic	f	nat × nat → nat
. + .	buffer	f	buffer × buffer → buffer
. ++ .	nat-bag	f	nat-bag × nat → nat-bag
. +1	nat-basic	f	nat → nat
. - .	nat	pf	nat × nat → nat with λ n, m. n ≥ m
. -- .	nat-bag	f	nat-bag × nat → nat-bag
. -1	nat-basic	pf	nat → nat with λ n. n ≠ 0
. .bad	apeb	p	apeb
. .bad:= .	apeb	f	apeb × bool → apeb
. .checksum	avidheader	pf	avidheader → nat with λ avhdr. avhdr.valid?
. .checksum:= .	avidheader	pf	avidheader × nat → avidheader with λ avhdr, m. avhdr.valid?
. .data	apeb	f	apeb → buffer
. .data:= .	apeb	f	apeb × buffer → apeb
. .ec	aecheader	pf	aecheader → nat with λ aehdr. aehdr.valid?
. .ec:= .	aecheader	pf	aecheader × nat → aecheader with λ aehdr, m. aehdr.valid?
. .echdr	apeb	f	apeb → aecheader
. .echdr:= .	apeb	f	apeb × aecheader → apeb
. .fill	apeb	f	apeb → nat
. .fill:= .	apeb	f	apeb × nat → apeb
. .leb	avidheader	pf	avidheader → nat with λ avhdr. avhdr.valid?
. .leb:= .	avidheader	pf	avidheader × nat → avidheader with λ avhdr, m. avhdr.valid?
. .max	bag-max	f	nat-bag → nat
. .size	avidheader	pf	avidheader → nat with λ avhdr. avhdr.valid?
. .size:= .	avidheader	pf	avidheader × nat → avidheader with λ avhdr, m. avhdr.valid?
. .sqn	avidheader	pf	avidheader → nat with λ avhdr. avhdr.valid?
. .sqn:= .	avidheader	pf	avidheader × nat → avidheader with λ avhdr, m. avhdr.valid?
. .valid?	aecheader	p	aecheader
. .valid?	avidheader	p	avidheader
. .vidhdr	apeb	f	apeb → avidheader
. .vidhdr:= .	apeb	f	apeb × avidheader → apeb
. .vol	avidheader	pf	avidheader → volid with λ avhdr. avhdr.valid?
. .vol:= .	avidheader	pf	avidheader × volid → avidheader with λ avhdr, v. avhdr.valid?
. / .	nat-div	pf	nat × nat → nat with λ n, m. m ≠ 0
. < .	nat-basic	p	nat × nat
. > .	nat	p	nat × nat
. [ . ]	apebs	pf	apebs × nat × apeb → apebs with λ apebs, n, apeb. n < # apebs
. [ . ]	apebs	pf	apebs × nat → apeb with λ apebs, n. n < # apebs
. [ . ]	buffer	pf	buffer × nat × data → buffer with λ buf, n, d. n < # buf
. [ . ]	buffer	pf	buffer × nat → data with λ buf, n. n < # buf
. \ .	nat-bag	f	nat-bag × nat-bag → nat-bag
. ∈ .	apebs	p	apeb × apebs
. ∈ .	nat-bag	p	nat × nat-bag
. ∈ .	buffer	p	data × buffer
. ∪ .	nat-bag	f	nat-bag × nat-bag → nat-bag
. ≤ .	nat	p	nat × nat
. ≥ .	nat	p	nat × nat
. ⊆ .	nat-bag	p	nat-bag × nat-bag
{ . }	nat-bag	f	nat → nat-bag
∅	nat-bag	c	nat-bag
⌊ . ⌋	error-class	p	error
EACCESS	error	c	error
EB_PAGE_SIZE	eraseblock	c	nat
EBADFD	error	c	error
ECOMMIT	error	c	error
EEXISTS	error	c	error
EFAIL	error	c	error
EINVAL	error	c	error
EIO	error	c	error
EISDIR	error	c	error
ENOENT	error	c	error
ENOMEM	error	c	error
ENOSPC	error	c	error
ENOTDIR	error	c	error
ENOTEMPTY	error	c	error
EROFS	error	c	error
ERR	error-class	v	error,flexible
ERR0	error-class	v	error,flexible
ESUCCESS	error	c	error
EUCLEAN	error	c	error
LEB_SIZE	eraseblock	c	nat
PAGES_PER_LEB	eraseblock	c	nat
PAGES_PER_PEB	eraseblock	c	nat
PEB_SIZE	eraseblock	c	nat
aechdr	aecheader	f	nat → aecheader
aecheader	aecheader	s
aehdr	aecheader	v	aecheader
aehdr0	aecheader	v	aecheader
aehdr1	aecheader	v	aecheader
align↑	align	f	nat × nat → nat
align↓	align	f	nat × nat → nat
apeb	apeb	s
apeb	apeb	v	apeb
apeb0	apebs	v	apeb
apeb1	apebs	v	apeb
apebs	apebs	s
apebs	apebs	v	apebs
apebs0	apebs	v	apebs
apebs1	apebs	v	apebs
apebs2	apebs	v	apebs
avhdr	avidheader	v	avidheader
avhdr0	avidheader	v	avidheader
avhdr1	avidheader	v	avidheader
avidhdr	avidheader	f	volid × nat × nat × nat × nat → avidheader
avidheader	avidheader	s
bag	nat-bag	v	nat-bag
bag0	nat-bag	v	nat-bag
bag1	nat-bag	v	nat-bag
bag2	nat-bag	v	nat-bag
bool	bool	s
boolvar	bool	v	bool
boolvar0	bool	v	bool
buf	buffer	v	buffer
buf0	buffer	v	buffer
buf1	buffer	v	buffer
buf2	buffer	v	buffer
buffer	buffer	s
checksum	checksum	f	buffer × nat → nat
cmp	apebs	pp	apebs × apeb × nat × nat with λ apebs, apeb, m, n. m + n ≤ # apebs
cmp	apebs	pp	apebs × nat × apebs × nat × nat with λ apebs, m, apebs0, m0, n. m + n ≤ # apebs ∧ m0 + n ≤ # apebs0
cmp	buffer	pp	buffer × data × nat × nat with λ buf, d, m, n. m + n ≤ # buf
cmp	buffer	pp	buffer × nat × buffer × nat × nat with λ buf, m, buf0, m0, n. m + n ≤ # buf ∧ m0 + n ≤ # buf0
copy	buffer	pf	buffer × nat × buffer × nat × nat → buffer with λ buf, m, buf0, m0, n. m + n ≤ # buf ∧ m0 + n ≤ # buf0
copy	apebs	pf	apebs × nat × apebs × nat × nat → apebs with λ apebs, m, apebs0, m0, n. m + n ≤ # apebs ∧ m0 + n ≤ # apebs0
count	nat-bag	f	nat × nat-bag → nat
d	data	v	data
d0	data	v	data
d1	data	v	data
d2	data	v	data
data	data	s
datasize	datasize	f	buffer × nat → nat
datasize	datasize	f	buffer → nat
empty	aecheader	c	aecheader
empty	buffer	c	data
empty	avidheader	c	avidheader
emptyleb	eraseblock	c	buffer
emptypage	eraseblock	c	buffer
emptypeb	eraseblock	c	buffer
err	error	v	error
err0	error	v	error
err1	error	v	error
error	error	s
fail#	error-class	pr	: : error (nondeterministic)
fail_or_success#	error-class	pr	: : error (nondeterministic)
fill	apebs	pf	apebs × apeb × nat × nat → apebs with λ apebs, apeb, n, m. n + m ≤ # apebs
fill	buffer	pf	buffer × data × nat × nat → buffer with λ buf, d, n, m. n + m ≤ # buf
fill	buffer	f	buffer × data → buffer
fill	apebs	f	apebs × apeb → apebs
garbage	aecheader	c	aecheader
garbage	avidheader	c	avidheader
id○	apebs	p	apebs × apebs × nat
id○	buffer	p	buffer × buffer × nat
idrange	apebs	pp	apebs × nat × nat with λ apebs, m, n. m + n ≤ # apebs
idrange	buffer	pp	buffer × nat × nat with λ buf, m, n. m + n ≤ # buf
is-aligned	align	p	nat × nat
isempty	eraseblock	p	buffer
isempty	eraseblock	p	buffer × nat × nat
m	nat-basic	v	nat
m0	array-copy	v	nat
m1	avidheader	v	nat
m2	avidheader	v	nat
m3	avidheader	v	nat
m4	avidheader	v	nat
m5	avidheader	v	nat
m6	avidheader	v	nat
max	min-max	f	nat × nat → nat
min	min-max	f	nat × nat → nat
mkapebs	apebs	f	nat → apebs
mkbuf	buffer	f	nat → buffer
mkempbuf	buffer	f	nat → buffer
mkpeb	apeb	f	aecheader × avidheader × buffer × nat × bool → apeb
mkzbuf	buffer	f	nat → buffer
n	nat-basic	v	nat
n0	nat-basic	v	nat
n1	nat-basic	v	nat
n2	nat-bag	v	nat
n3	nat-bag	v	nat
n4	nat-bag	v	nat
nat	nat-basic	s
nat-bag	nat-bag	s
range=	buffer	p	buffer × nat × buffer × nat × nat
resize	buffer	f	buffer × nat → buffer
rev	apebs	pf	apebs × nat → apebs with λ apebs, n. n ≤ # apebs
rev	buffer	f	buffer → buffer
rev	buffer	pf	buffer × nat → buffer with λ buf, n. n ≤ # buf
rev	apebs	f	apebs → apebs
splice	buffer	f	buffer × nat × buffer × nat × nat → buffer
subarray	apebs	pf	apebs × nat × nat → apebs with λ apebs, m, n. m + n ≤ # apebs
subarray	buffer	pf	buffer × nat × nat → buffer with λ buf, m, n. m + n ≤ # buf
ubi-io-erase-pre	ubi-io-pre	p	nat × apebs
ubi-io-initial	ubi-io-inv	p	apebs
ubi-io-inv	ubi-io-inv	p	apebs
ubi-io-isbad-pre	ubi-io-pre	p	nat × apebs
ubi-io-markbad-pre	ubi-io-pre	p	nat × apebs
ubi-io-peb-initial	ubi-io-inv	p	apeb
ubi-io-peb-inv	ubi-io-inv	p	apeb
ubi-io-read-data-pre	ubi-io-pre	p	nat × nat × nat × nat × buffer × apebs
ubi-io-read-echdr-pre	ubi-io-pre	p	nat × apebs
ubi-io-read-vidhdr-pre	ubi-io-pre	p	nat × apebs
ubi-io-write-data-pre	ubi-io-pre	p	nat × nat × nat × nat × buffer × apebs
ubi-io-write-data-wl-pre	ubi-io-pre	p	nat × nat × buffer × apebs
ubi-io-write-echdr-pre	ubi-io-pre	p	nat × aecheader × apebs
ubi-io-write-vidhdr-pre	ubi-io-pre	p	nat × avidheader × apebs
unique-elems	bag-max	p	nat-bag
v	volid	v	volid
v0	volid	v	volid
v1	volid	v	volid
v2	volid	v	volid
valid-peb	valid-peb	p	volid × nat × apeb
valid-peb	valid-peb	p	apeb
valid-sqns	sqns	f	volid × nat × apebs → nat-bag
valid-sqns	sqns	f	volid × nat × apebs × nat → nat-bag
volid	volid	s
zero	buffer	c	data