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1
Felix Hausdorff: Mathematician, Philosopher, Man of Letters
Birkhäuser
Egbert Brieskorn
,
Walter Purkert
hausdorff
hausdorff’s
sets
hgw
leipzig
mathematics
mathematical
theorem
nietzsche
felix
spaces
mongré
ordered
wrote
published
jewish
letter
berlin
function
viii
metric
nietzsche’s
dimension
grundzüge
continuous
philosophy
continuum
functions
geometry
mengenlehre
lecture
topological
cantor
itself
bruns
ω1
jews
volume
friedrich
chaos
fundamental
mathematicians
estate
greifswald
whereas
probability
semester
ideas
topology
philosopher
Anno:
2024
Lingua:
english
File:
PDF, 15.20 MB
I tuoi tag:
0
/
5.0
english, 2024
2
[Journal] The Mathematical Intelligencer. Vol. 37. No 1
Springer
mathematical
mathematics
hausdorff
courant
mathematicians
germany
göttingen
jewish
springer
hilbert
berlin
cantor
volume
rockefeller
hausdorff’s
intelligencer
figure
sets
felix
published
mathematician
cantor’s
galileo
analysis
probability
academic
galileo’s
courant’s
princeton
angus
error
scientific
letter
nazi
wine
tradition
geometry
century
period
europe
rochelle
wrote
events
exhibition
frankfurt
theorem
functions
institute
leipzig
spaces
Anno:
2015
Lingua:
english
File:
PDF, 16.82 MB
I tuoi tag:
0
/
0
english, 2015
3
Beyond Geometry: A New Mathematics of Space and Form (The History of Mathematics)
Facts on File
John Tabak
topology
mathematics
topological
sets
geometry
dimension
spaces
mathematicians
mathematical
function
axioms
mathematician
continuous
functions
analysis
ideas
euclidean
neighborhoods
theoretic
plane
century
defined
square
geometric
logical
subset
correspondence
dimensional
hausdorff
interval
compact
theorem
belongs
transformations
abstract
infinite
publishes
calculus
metric
topologists
distance
continuum
method
contains
cantor
euclid’s
moore
examples
rational
subject
Anno:
2011
Lingua:
english
File:
PDF, 1.97 MB
I tuoi tag:
0
/
5.0
english, 2011
4
Hausdorff on Ordered Sets
American Mathematical Society
J. M. Plotkin
sets
graded
hausdorff
cardinality
ordered
initial
element
continuum
countable
cantor
bernstein
cantor’s
hausdorff’s
theorem
segment
bernstein’s
introduction
segments
finite
dense
zermelo
leipzig
mathematical
functions
itself
infinite
mengenlehre
1901b
felix
hilbert
similarity
subsets
1904a
addition
cardinal
forwards
subset
translations
1906b
articles
mapping
mongré
plotkin
appears
backwards
berns
chaos
preface
corresponding
formula
Anno:
2005
Lingua:
english
File:
PDF, 23.07 MB
I tuoi tag:
0
/
0
english, 2005
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