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1
An invitation to knot theory: virtual and classical
Chapman and Hall/CRC
Dye
,
Heather A
virtual
diagram
knot
figure
diagrams
classical
crossings
crossing
knots
reidemeister
polynomial
moves
surface
oriented
theorem
shown
equivalent
invariant
compute
prove
construct
components
ramifications
denote
component
quandle
invariants
arrow
boundary
diagrammatic
bracket
edges
checkerboard
unknot
obtained
framing
kauffman
gauss
define
unknotting
equation
consider
surfaces
trefoil
statement
related
defined
kamada
map
determine
Year:
2016
Language:
english
File:
EPUB, 5.11 MB
Your tags:
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/
0
english, 2016
2
График вебинаров
Шилин И. А.
tif2pdf
tif2pdf.htm
www.verypdf.com
integer
inv
homomorphism
permutation
writeln
array
repeat
subgroup
9kpah
takum
ecm
s2t
s2t2
s2t3
s2t4
s3t
s3t3
s3t4
st2
st3
st4
centralizer
gcd
ha3bibalot
normalizer
s3t2
tojibko
kotopad
yto
bue
csg
moxkho
buc
cocrour
ectb
ecum
jia
kotopbix
symm
umeer
uto
4to
abjiactca
const
mo2kho
ecu
kotoporo
File:
PDF, 5.53 MB
Your tags:
0
/
0
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