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    <title>jnaiamcont.org - Issue 1-2</title>
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    <title>Determination of the Heat Transfer Coeficient in the Law of Cooling for Gas-Quenching Systems</title>
    <link>http://jnaiam.org/index.php?/archives/45-Determination-of-the-Heat-Transfer-Coeficient-in-the-Law-of-Cooling-for-Gas-Quenching-Systems.html</link>
            <category>Issue 1-2</category>
    
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    &lt;strong&gt;Date of Online Publication: 14/04/2007 &lt;br /&gt;Keywords: heat equation, inverse problem, Newton&#039;s law of cooling, heat transfer coefficient quenching &lt;br /&gt;Authors: Sasa Singer &lt;br /&gt;Pages: 103-114&lt;/strong&gt;&lt;br /&gt; &lt;br /&gt;&lt;a href=&quot;http://jnaiam.org/index.php?/archives/45-Determination-of-the-Heat-Transfer-Coeficient-in-the-Law-of-Cooling-for-Gas-Quenching-Systems.html#extended&quot;&gt;Continue reading &quot;Determination of the Heat Transfer Coeficient in the Law of Cooling for Gas-Quenching Systems&quot;&lt;/a&gt;
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    <pubDate>Sun, 31 Oct 2010 06:55:01 +0000</pubDate>
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    <title>Computing Limiting Stochastic Processes for Spatial Structure Detection</title>
    <link>http://jnaiam.org/index.php?/archives/44-Computing-Limiting-Stochastic-Processes-for-Spatial-Structure-Detection.html</link>
            <category>Issue 1-2</category>
    
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    &lt;strong&gt;Date of Online Publication: 14/04/2007 &lt;br /&gt;Keywords: Cell nuclei, Computational stochastic methods, Gibbs point processes, Lattice processes, Dislocations of crystals, Pseudolikelihood, Spatial arrangement, Strauss process &lt;br /&gt;Authors: J. Mateu &lt;br /&gt;Pages: 79-102&lt;/strong&gt;&lt;br /&gt; &lt;br /&gt;&lt;a href=&quot;http://jnaiam.org/index.php?/archives/44-Computing-Limiting-Stochastic-Processes-for-Spatial-Structure-Detection.html#extended&quot;&gt;Continue reading &quot;Computing Limiting Stochastic Processes for Spatial Structure Detection&quot;&lt;/a&gt;
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    <pubDate>Sun, 31 Oct 2010 06:46:57 +0000</pubDate>
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    <title>Using Low-Rank Ensemble Kalman Filters for Data Assimilation with High Dimensional Imperfect Models</title>
    <link>http://jnaiam.org/index.php?/archives/43-Using-Low-Rank-Ensemble-Kalman-Filters-for-Data-Assimilation-with-High-Dimensional-Imperfect-Models.html</link>
            <category>Issue 1-2</category>
    
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    &lt;strong&gt;Date of Online Publication: 14/04/2007 &lt;br /&gt;Keywords: Data assimilation. Kalman filtering. Low-rank Kalman filtering. Monte-Carlo methods &lt;br /&gt;Authors: I. Hoteit, G. Triantafyllou and G. Korres &lt;br /&gt;Pages: 67-78&lt;/strong&gt;&lt;br /&gt; &lt;br /&gt;&lt;a href=&quot;http://jnaiam.org/index.php?/archives/43-Using-Low-Rank-Ensemble-Kalman-Filters-for-Data-Assimilation-with-High-Dimensional-Imperfect-Models.html#extended&quot;&gt;Continue reading &quot;Using Low-Rank Ensemble Kalman Filters for Data Assimilation with High Dimensional Imperfect Models&quot;&lt;/a&gt;
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    <pubDate>Sun, 31 Oct 2010 06:44:29 +0000</pubDate>
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    <title>Parallelizing the Kogbetliantz Method: A First Attempt</title>
    <link>http://jnaiam.org/index.php?/archives/42-Parallelizing-the-Kogbetliantz-Method-A-First-Attempt.html</link>
            <category>Issue 1-2</category>
    
    <comments>http://jnaiam.org/index.php?/archives/42-Parallelizing-the-Kogbetliantz-Method-A-First-Attempt.html#comments</comments>
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    &lt;strong&gt;Date of Online Publication: 14/04/2007 &lt;br /&gt;Keywords: singular value decomposition, Kogbetliantz method, parallel algorithm, block algorithm &lt;br /&gt;Authors: Vjeran Hari, Vida Zadelj-Martic &lt;br /&gt;Pages: 49-66&lt;/strong&gt;&lt;br /&gt; &lt;br /&gt;&lt;a href=&quot;http://jnaiam.org/index.php?/archives/42-Parallelizing-the-Kogbetliantz-Method-A-First-Attempt.html#extended&quot;&gt;Continue reading &quot;Parallelizing the Kogbetliantz Method: A First Attempt&quot;&lt;/a&gt;
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    <pubDate>Sun, 31 Oct 2010 06:38:10 +0000</pubDate>
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    <title>A Weakly Over-Penalized Non-Symmetric Interior Penalty Method</title>
    <link>http://jnaiam.org/index.php?/archives/41-A-Weakly-Over-Penalized-Non-Symmetric-Interior-Penalty-Method.html</link>
            <category>Issue 1-2</category>
    
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    &lt;strong&gt;Date of Online Publication: 14/04/2007 &lt;br /&gt;Keywords: interior penalty methods, weakly over-penalized, preconditioner, quasi-optimal error estimates &lt;br /&gt;Authors: Susanne C. Brenner, Luke Owens &lt;br /&gt;Pages: 35-48&lt;/strong&gt;&lt;br /&gt; &lt;br /&gt;&lt;a href=&quot;http://jnaiam.org/index.php?/archives/41-A-Weakly-Over-Penalized-Non-Symmetric-Interior-Penalty-Method.html#extended&quot;&gt;Continue reading &quot;A Weakly Over-Penalized Non-Symmetric Interior Penalty Method&quot;&lt;/a&gt;
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    <pubDate>Sun, 31 Oct 2010 06:35:18 +0000</pubDate>
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<item>
    <title>Evaluation of the Linear Matrix Equation Solvers in SLICOT</title>
    <link>http://jnaiam.org/index.php?/archives/40-Evaluation-of-the-Linear-Matrix-Equation-Solvers-in-SLICOT.html</link>
            <category>Issue 1-2</category>
    
    <comments>http://jnaiam.org/index.php?/archives/40-Evaluation-of-the-Linear-Matrix-Equation-Solvers-in-SLICOT.html#comments</comments>
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    <author>nospam@example.com (jnaiam)</author>
    <content:encoded>
    &lt;strong&gt;Date of Online Publication: 14/04/2007 &lt;br /&gt;Keywords: Computer-aided control system design, linear matrix equations, numerical algorithms, numerical linear algebra, Lyapunov equations, Sylvester equations &lt;br /&gt;Authors: Peter Benner, Vasile Sima, Martin Slowik &lt;br /&gt;Pages: 11-34&lt;/strong&gt;&lt;br /&gt; &lt;br /&gt;&lt;a href=&quot;http://jnaiam.org/index.php?/archives/40-Evaluation-of-the-Linear-Matrix-Equation-Solvers-in-SLICOT.html#extended&quot;&gt;Continue reading &quot;Evaluation of the Linear Matrix Equation Solvers in SLICOT&quot;&lt;/a&gt;
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    <pubDate>Sun, 31 Oct 2010 06:31:12 +0000</pubDate>
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<item>
    <title>Stability Analysis of Linear Multistep Methods via Polynomial Type Variation</title>
    <link>http://jnaiam.org/index.php?/archives/39-Stability-Analysis-of-Linear-Multistep-Methods-via-Polynomial-Type-Variation.html</link>
            <category>Issue 1-2</category>
    
    <comments>http://jnaiam.org/index.php?/archives/39-Stability-Analysis-of-Linear-Multistep-Methods-via-Polynomial-Type-Variation.html#comments</comments>
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    &lt;strong&gt;Date of Online Publication: 14/04/2007 &lt;br /&gt;Keywords: Linear multistep methods, Stability of numerical methods, polynomial type &lt;br /&gt;Authors: L. Aceto, R. Pandolfi, D. Trigiante &lt;br /&gt;Pages: 1-9&lt;/strong&gt;&lt;br /&gt; &lt;br /&gt;&lt;a href=&quot;http://jnaiam.org/index.php?/archives/39-Stability-Analysis-of-Linear-Multistep-Methods-via-Polynomial-Type-Variation.html#extended&quot;&gt;Continue reading &quot;Stability Analysis of Linear Multistep Methods via Polynomial Type Variation&quot;&lt;/a&gt;
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    <pubDate>Sun, 31 Oct 2010 06:27:43 +0000</pubDate>
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