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1
Basic Language of Mathematics
World Scientific Publishing Company
Juan Jorge Schaffer
ordered
mapping
sets
proposition
finite
6.5in
9.75in
theorem
reduction
scientific
subset
march
choose
mappings
assume
define
corollary
commutative
spr
map
satisfies
seq
induction
injective
infinite
strictly
isotone
defined
conclude
lemma
implies
product
seqn
inclusion
surjective
inverse
invertible
singleton
countable
φ0
remark
rngf
prove
totally
assertion
arbitrary
equinumerous
addition
subsets
choice
年:
2014
语言:
english
文件:
PDF, 2.52 MB
您的标签:
0
/
0
english, 2014
2
Real and Abstract Analysis: A modern treatment of the theory of functions of a real variable
Springer, Springer-Verlag
Edwin Hewitt
,
Karl Stromberg
sets
ordered
function
theorem
prove
define
cardinal
element
implies
infinite
finite
nonvoid
ordering
exists
subset
functions
linearly
analysis
choice
mapping
axiom
ordinal
countable
denote
linear
suppose
lemma
reader
vector
maximal
positive
shows
boolean
contains
defined
subsets
integer
independent
smallest
integers
isomorphism
partially
rngh
definitions
domf
maximality
rings
assume
complex
countably
年:
1975
语言:
english
文件:
PDF, 20.62 MB
您的标签:
0
/
0
english, 1975
3
Realand Abstract Analysis
Edwin Hewitt
,
Karl Stromberg
sets
ordered
function
theorem
prove
cardinal
define
element
infinite
finite
nonvoid
implies
ordering
exists
subset
functions
linearly
analysis
choice
mapping
axiom
ordinal
countable
denote
linear
suppose
lemma
reader
vector
maximal
positive
shows
boolean
contains
defined
subsets
integer
independent
smallest
isomorphism
integers
partially
definitions
maximality
rings
assume
complex
countably
notation
product
文件:
PDF, 17.01 MB
您的标签:
0
/
0
4
Лекции по математической логике и теории алгоритмов. Часть 1
ННГУ им. Н.И. Лобачевского
Гордон Е.И.
8xa
9xa
8xb
9xp
modus
ponens
a2a
8xp
9x:a
9xb
8x:a
9x1
8x8y
9x:p
i2i
maxf
8x8y8z
9xg
cg2
9yf
as1
8x:p
8xq
8yq
9xq
achar
cg1
d1j
f:ag
fa1
maxfx
minfv
8m1
8y9xp
8yb
acln
ai0
cg3
exp
f0g
fb1
loag
m1n
maxfu
minfw
qxa
th1
th2
xlim
xoy
年:
1998
语言:
russian
文件:
PDF, 534 KB
您的标签:
0
/
0
russian, 1998
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