Ignacio Darnaude Rojas-Marcos
Cabeza del Rey Don Pedro , 9 ( 2º
B )
41004 - Sevilla ( Spain )
Página Web :
www.galeon.com/darnaude
E-Mail : ummo@hispavista.com
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Ignacio Darnaude Rojas-Marcos
Cabeza del Rey Don Pedro ,
9 ( 2º B )
41004 - Sevilla ( Spain )
Página Web :
www.galeon.com/darnaude
E-Mail :
ummo@hispavista.co
Dear Sirs ,
Please first
realize this unexpectod request is not a
routine petition at all
, but an old unresolved soul problem
to the writer , a graduated
in Economics and by the way
enamoured of Mathematics , his second
lifelong love affair.
( He is , too , fallen in love with some
imaginable sort of
solution to the handsome exponential equation
“A
elevated to x + B elevated to x = C ” ).
I am
extremely interested in finding finally , after many
years of
fruitless search , the rather arcane answer to my
personal
“Fermat Last Theorem” , I think an easy task
for Euler or Galois
: the mysterious integral (
its unknown primitive function )
which reads as follows :
"Indefinite
integral of X elevated to x
by differential x" : S Xx
dx
In other words I am looking for some elusive
primitive
algebraical function that , derived , result into
a
beautifully complex and elegant
potential-exponential
expression : X elevated to x.
Be
sure this remote friend Ignacio would be delighted if you
wisely
make the Sevillian happy by means of forwarding him
his keenly
wanted explanation of this damned integral , send
him the address
of possible academic sources of information
( the most
prestigious worldwide university departments
especialized in Math
, and in particular the address of
Mr. Robert H.Risch ) , or
specific bibliography dealing with
the above mentioned “Integral
of X elevetad to x
differential x”.
[ In respect to
this not yet discovered integral S
Xx dx , I refer to the paper
by Robert H.Risch "The
problem of integration in finite terms" (
Transactions
of the American Mathematical Society , Vol. 139 ,
(
1969 ) , pages 167-189 ) ].
I remain mathematically
and of course humanly grateful to
you for such an integral
informative favour.
With my warmest
regards
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806 526 440
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