a big limit of mathematica?

During this calculation:


m= Table[ (i-j)+3.*j^-4 +50*i , {i,1,10000} , {j,1,10000} ];
Det[m]

the kernel has jammed and the following message has been visualized

No more memory available.
Mathematica kernel has shut down.



It is not a banal problem, more times I encounter me with these
problems that really make unusable Mathematica for my purposes . In
such cases I am forced to pass to Matlab that is behaved better
always. But I love Mathematica and I want to look for a solution not
to abandon it
Precise that know Mathematica enough to fund and therefore I am not
scandalized me if in such problems the time of calculation lengthens
but really I don't understand because in reality it jams
Precise that have introduced more times this problem in numerous
occasions and anybody has ever known how to give me a satisfactory
explanation. Obviously I don't expect me that Mathematica is as fast
as a compiled program but that that expect me from a so valid program
it is that if it don't succeed in completing a calculation point out
me the reality motive.
Is it a wrong thing to pretend it?

The dimension of the in demand memory is not limited from windows xp
or my hardware-software(OS) configuration, in fact such error also
happens in xp 64 Bit with Mathematica 5.2 (64 Bit) Athlon 64 2 GB Ram.

Is it probably a big limit of mathematica in to manage data of big
dimensions ?
Are these problems the true limit of mathematica ?
Is it possible to overcome this obstacle? ??or Where am I being wrong?


Thanks for the help
.

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