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<table border="0" cellpadding="3" cellspacing="1" width="100%" class="forumline"> <tr> <th class="thCornerL" width="22%" height="26">Autor</th> <th class="thCornerR">Wiadomość</th> </tr> <tr> <td width="22%" align="left" valign="top" class="row1"><span class="name"><a name=""></a><b>2n2sale160ad</b></span></td> <td class="row1" height="28" valign="top"><table width="100%" border="0" cellspacing="0" cellpadding="0"> <tr> <td width="100%"><img src="http://picsrv.fora.pl/bluetabs/images/icon_minipost.gif" width="12" height="9" alt="Post" title="Post" border="0" /><span class="postdetails">Wysłany: Pon 20:16, 14 Lut 2011<span class="gen"> </span> Temat postu: ghd australia Banach space, improved Newton method</span></td> </tr> <tr> <td colspan="2"><hr /></td> </tr> <tr> <td colspan="2"><span class="postbody">Banach space, improved Newton method and its convergence <br /> <br /> <br />-: ((X) = a '(xX4 (x) 4' (x)) I). . _(。): Y:: Lu (); while] Y-xll-> ~, doX: = y: rgi (); return (Y). When {j ~. then modified Newton Newton method is similar to conventional methods of force equation contains a Fangcheng Ping Ⅱ, unknown. 3, correctness of the algorithm and a gradual convergence of the given initial point 'a',, ..., ∞]. we establish the following iterative sequence:-g (') (3.1) where g by the g ()-()(,(()) a F () is given. Here we consider the gradual convergence of the algorithm . Theorem 1 If g () has a fixed point a,<a href="http://www.ghdaustralias.com" target="_blank" class="postlink">ghd australia</a>,. () has continuous first order partial derivatives to meet the ≤, IX 0 set up. If there is - 0,<a href="http://www.mbtshoesclearances.org" target="_blank" class="postlink">mbt shoes clearance</a>, (i, j = a * successful neighborhood overlooking the existence of the solution. from the Taylor Theorem: & ∽ A Lu) = a x a wife Gui-hi) in the iterative process, there is' a aIL anal Where M meet: n1t. 1l,<a href="http://www.mbtshoessalet.com" target="_blank" class="postlink">mbt shoes sale</a>, / 2M 'so the improved Newton iteration method is quadratic convergence. Banach space,<a href="http://www.uggsnederlandnl.com" target="_blank" class="postlink">uggs nederland</a>, facilitate the processing of the improved Newton method for multiple variables with the (non) linear algebraic equations, as opposed to the conventional Newton law is concerned, have a broader application. Solving process and its machinery for us to achieve. Due to space limitations, this paper does not repeat them here. <br /> <br />相关的主题文章： <br /> <br /> <br /> <a href="http://www.take5jeans.com/phpbb2/viewtopic.php?p=43823#43823" target="_blank" class="postlink">ugg Günstig U.S. _1195 height alone</a> <br /> <br /> <a href="http://www.take5jeans.com/phpbb2/viewtopic.php?p=43822#43822" target="_blank" class="postlink">goedkope uggs Film Peanut maize - buckwheat pres</a> <br /> <br /> <a href="http://drekta.in/index.php?topic=65845.msg78278#msg78278" target="_blank" class="postlink">goedkope uggs Wind, a promise to yourself _2295</a></span></td> </tr> </table></td> </tr> <tr> <td colspan="2" height="1" class="spaceRow"><img src="http://picsrv.fora.pl/bluetabs/images/spacer.gif" alt="" width="1" height="1" /></td> </tr> </table>
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