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[SPAM] RE: [obm-l] Matrizes
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--_3242c021-6057-44b4-8b93-bffe9c5967f6_
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Meu caro amigo C=E9sar Augusto,
Se voc=EA estiver realmente interessado em matrizes, h=E1 v=E1rio=
s livros que esmiu=E7am o assunto, basta voc=EA acessar o site da amazon.co=
m
Procure por Matrix Theory. Entre eles, destaco estes a voc=EA:=20
The theory of determinants in the historical order of developmen=
t, by Sir Thomas Muir.Vol. 1
The theory of determinants in the historical order of developmen=
t, by Sir Thomas Muir.Vol. 2
The theory of determinants in the historical order of developmen=
t, by Sir Thomas Muir.Vol. 3
The theory of determinants in the historical order of developmen=
t, by Sir Thomas Muir. Vol. 4
Matrix Theory Vol. 1 by Felix R. Gantmacher
=20
Matrix Theory, Vol. 2 by Felix R. Gantmacher
=20
=20
Date: Fri, 23 Nov 2007 15:06:42 -0200
Subject: [obm-l] Matrizes
From: araketu@xxxxxxxxxxxx
To: obm-l@xxxxxxxxxxxxxx
Existe algum m=E9todo mais r=E1pido de calcular matrizes que n=E3o seja por=
esses m=E9todos mais usuais que aprendemos no ensino m=E9dio? Se tem algu=
=E9m pode ensinar-me?
=20
Atenciosamente,
=20
C=E9sar Augusto.
_________________________________________________________________
Conhe=E7a o Windows Live Spaces, a rede de relacionamentos conectada ao Mes=
senger!
http://spaces.live.com/signup.aspx=
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<br> Meu caro amigo C=
=E9sar Augusto,<br><br> &nbs=
p; Se voc=EA estiver realmente interessado em matrizes, h=E1 v=E1rios livro=
s que esmiu=E7am o assunto, basta voc=EA acessar o site da amazon.com<br><b=
r> Procure por Matrix=
Theory. Entre eles, destaco estes a voc=EA: <br><br> &nbs=
p; <b class=3D"sans">The theory of dete=
rminants in the historical order of development, by Sir Thomas Muir.Vol. 1<=
br><br> </b><b =
class=3D"sans">The theory of determinants in the historical order of develo=
pment, by Sir Thomas Muir.Vol. 2<br><br>  =
; </b><b class=3D"sans">The theory of determinants =
in the historical order of development, by Sir Thomas Muir.Vol. 3<br><br>&n=
bsp; </b><b class=3D"=
sans">The theory of determinants in the historical order of development, by=
Sir Thomas Muir. Vol. 4<br><br></b><div style=3D"text-align: left;"><b cla=
ss=3D"sans"> </b><b =
class=3D"sans">Matrix Theory Vol. 1 </b><span style=3D"color: rgb(0, 0, 0);=
">by </span><a style=3D"color: rgb(0, 0, 0);" href=3D"http://www.amazon.com=
/exec/obidos/search-handle-url/104-4151224-3870354?%5Fencoding=3DUTF8&s=
earch-type=3Dss&index=3Dbooks&field-author=3DFelix%20R.%20Gantmache=
r">Felix R. Gantmacher</a><br> <br>  =
; <b class=3D"sans">Matrix Theory, Vol. 2 </b>by <a=
href=3D"http://www.amazon.com/exec/obidos/search-handle-url/104-4151224-38=
70354?%5Fencoding=3DUTF8&search-type=3Dss&index=3Dbooks&field-a=
uthor=3DFelix%20R.%20Gantmacher">Felix R. Gantmacher</a><br> &nb=
sp; <br> &=
nbsp; <br></div><blockquote><hr>Date: Fri, 23 Nov 2=
007 15:06:42 -0200<br>Subject: [obm-l] Matrizes<br>From: araketu@xxxxxxxxxx=
br<br>To: obm-l@xxxxxxxxxxxxxx<br><br><div>
<div>Existe algum m=E9todo mais r=E1pido de calcular matrizes que n=E3o sej=
a por esses m=E9todos mais usuais que aprendemos no ensino m=E9dio? Se tem =
algu=E9m pode ensinar-me?</div>
<div> </div>
<div>Atenciosamente,</div>
<div> </div>
<div>C=E9sar Augusto.</div></div>
</blockquote><br /><hr />Conhe=E7a o Windows Live Spaces, o site de relacio=
namentos do Messenger! <a href=3D'http://spaces.live.com/signup.aspx' targe=
t=3D'_new'>Crie j=E1 o seu!</a></body>
</html>=
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