you know paul Hungarian mathematical bird
a genius of mathematics was a
mozart of mathematics a character
crazy started doing math a
3 years and went on up to 83
but one years if you remember it because it is
been completely different from all
others
he was one who did not have a home he did not have
of the children did not have a wife had one
sexual life was one who lived
only for math was one
species of Tibetan monk of the
mathematics only mathematics 19 20 hours al
day everything else was irrelevant the
first time butter was spread
on the bread alone he was 21 years old he went into
ride with his plastic bag
where inside he had his notebooks for
write math stuff and a radio
to follow when the fall of the
communism would have occurred of money not
he absolutely did not care
when he collected something he gave it
away to friends or strangers
the curious thing that distinguishes it from everyone
the others and that he was traveling the world
he went 2 3 weeks to another’s house
mathematician without warning him who spring
he dared to perform and he was there two three
weeks to make theorems to study e
when he felt they were gone
other problems to solve with that
person was going somewhere else
he had a station set up
he paid ticket then when
he was doing a job that counts
everyone who had to give money
and give them back go back and so on for
sixty years mathematical prodigy e
prodigy also as a memory had this
number of erdos which was the number that
indicated degrees of separation from him and
you have many medals fields some of the
greatest mathematicians of history who
they had the number of herpes some things
that struck me about this
character we can also bring
in our working life
the first is the elegance you know when you
he says that facebook has been successful
because she managed to organize in
elegant way the information you think
in mathematics how important it is
arrive at an elegant solution of the
problem that also means understanding the
because it’s true of what things are i
true principles behind a
and this makes you master of the subject
makes you attractive compared to
consumer think the elegance of the
design
the elegance of a production process
elegance in managing relationships
elegance this unknown now a
second principle that I bring home and
that math for erdos was a way
to become immortal once
you could solve a problem
formulate a theorem became in a
some immortal way to reason in
terms of immortality gives you one
totally different view on things you
gives a totally different perspective
from a period length of
reasoning totally different than
to do things of small number cabotage
3 I really like the approach
social mathematics that had erde
he had this aspect where he was going
at home of people and then often
he met more people and it was a while
like big chess players
masters playing at the same time on
more tables
he had perhaps more in circles
mathematicians and went from one to another a
discuss the problem of everyone and
they passed this way had various
first advantages that every mathematician had
time to think about the problem e
according to everyone knew what of which
they were thinking all the others one
social way of tackling problems
an idea of collaboration not always
reason in terms of closing of
competition collaboration to give you a
number air 2 1 that made some
publications working with one thing
type 485 authors different collaborators
number 4 the way I work
a lot because the mode of
remote work if you think about it received in
mathematical background you do a lot of work
simple does not need tools
details at least he did not need to
time enough that you lie down then reason
about what the problems are
etcetera, etc. for me a bit like
working online in the remote gives me that
feeling of freedom that is
wonderful and then the last principle e
that obviously when you see these
characters are totally obsessed
that is a life that is not for everyone
but what we see as a pattern
recurring is that people who really
they make crazy things out of the
world make a living out of the
how many are willing to do that
choice few objectively few heard
on a crazy silicate character
from the studied trips, look at him
this sentence with which I leave you one
mathematician who is a mathematician is one
machine can transform the
coffee in theorems
a genius of mathematics was a
mozart of mathematics a character
crazy started doing math a
3 years and went on up to 83
but one years if you remember it because it is
been completely different from all
others
he was one who did not have a home he did not have
of the children did not have a wife had one
sexual life was one who lived
only for math was one
species of Tibetan monk of the
mathematics only mathematics 19 20 hours al
day everything else was irrelevant the
first time butter was spread
on the bread alone he was 21 years old he went into
ride with his plastic bag
where inside he had his notebooks for
write math stuff and a radio
to follow when the fall of the
communism would have occurred of money not
he absolutely did not care
when he collected something he gave it
away to friends or strangers
the curious thing that distinguishes it from everyone
the others and that he was traveling the world
he went 2 3 weeks to another’s house
mathematician without warning him who spring
he dared to perform and he was there two three
weeks to make theorems to study e
when he felt they were gone
other problems to solve with that
person was going somewhere else
he had a station set up
he paid ticket then when
he was doing a job that counts
everyone who had to give money
and give them back go back and so on for
sixty years mathematical prodigy e
prodigy also as a memory had this
number of erdos which was the number that
indicated degrees of separation from him and
you have many medals fields some of the
greatest mathematicians of history who
they had the number of herpes some things
that struck me about this
character we can also bring
in our working life
the first is the elegance you know when you
he says that facebook has been successful
because she managed to organize in
elegant way the information you think
in mathematics how important it is
arrive at an elegant solution of the
problem that also means understanding the
because it’s true of what things are i
true principles behind a
and this makes you master of the subject
makes you attractive compared to
consumer think the elegance of the
design
the elegance of a production process
elegance in managing relationships
elegance this unknown now a
second principle that I bring home and
that math for erdos was a way
to become immortal once
you could solve a problem
formulate a theorem became in a
some immortal way to reason in
terms of immortality gives you one
totally different view on things you
gives a totally different perspective
from a period length of
reasoning totally different than
to do things of small number cabotage
3 I really like the approach
social mathematics that had erde
he had this aspect where he was going
at home of people and then often
he met more people and it was a while
like big chess players
masters playing at the same time on
more tables
he had perhaps more in circles
mathematicians and went from one to another a
discuss the problem of everyone and
they passed this way had various
first advantages that every mathematician had
time to think about the problem e
according to everyone knew what of which
they were thinking all the others one
social way of tackling problems
an idea of collaboration not always
reason in terms of closing of
competition collaboration to give you a
number air 2 1 that made some
publications working with one thing
type 485 authors different collaborators
number 4 the way I work
a lot because the mode of
remote work if you think about it received in
mathematical background you do a lot of work
simple does not need tools
details at least he did not need to
time enough that you lie down then reason
about what the problems are
etcetera, etc. for me a bit like
working online in the remote gives me that
feeling of freedom that is
wonderful and then the last principle e
that obviously when you see these
characters are totally obsessed
that is a life that is not for everyone
but what we see as a pattern
recurring is that people who really
they make crazy things out of the
world make a living out of the
how many are willing to do that
choice few objectively few heard
on a crazy silicate character
from the studied trips, look at him
this sentence with which I leave you one
mathematician who is a mathematician is one
machine can transform the
coffee in theorems
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