Search Results - Kreitzberg, Patrick A

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  1. 1
    Alphabet Projection of Spectra

    Alphabet Projection of Spectra by Kreitzberg, Patrick A, Bern, Marshall, Shu, Qingbo, Yang, Fuquan, Serang, Oliver

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  2. 2
    Soft fundamental measure theory functional for the Weeks-Chandler-Andersen repulsive potential

    Soft fundamental measure theory functional for the Weeks-Chandler-Andersen repulsive potential by Finster, K L, Krebs, Eric J, May, Christopher J, Kreitzberg, Patrick A, Roundy, David

    Published in Physical review. E
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  3. 3
    Using fundamental measure theory to treat the correlation function of the inhomogeneous hard-sphere fluid

    Using fundamental measure theory to treat the correlation function of the inhomogeneous hard-sphere fluid by Schulte, Jeff B, Kreitzberg, Patrick A, Haglund, Chris V, Roundy, David

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  4. 4
    Fast Exact Computation of the k Most Abundant Isotope Peaks with Layer-Ordered Heaps

    Fast Exact Computation of the k Most Abundant Isotope Peaks with Layer-Ordered Heaps by Kreitzberg, Patrick, Pennington, Jake, Lucke, Kyle, Serang, Oliver

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  5. 5
    Selection on X1 + X2 + ⋯ + Xm via Cartesian product trees

    Selection on X1 + X2 + ⋯ + Xm via Cartesian product trees by Kreitzberg, Patrick, Lucke, Kyle, Pennington, Jake, Serang, Oliver

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  6. 6
    Performing Selection on a Monotonic Function in Lieu of Sorting Using Layer-Ordered Heaps

    Performing Selection on a Monotonic Function in Lieu of Sorting Using Layer-Ordered Heaps by Lucke, Kyle, Pennington, Jake, Kreitzberg, Patrick, Käll, Lukas, Serang, Oliver

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  7. 7
    Selection on X.sub.1 +X.sub.2 +[midline horizontal ellipsis]+X.sub.m via Cartesian product trees

    Selection on X.sub.1 +X.sub.2 +[midline horizontal ellipsis]+X.sub.m via Cartesian product trees by Kreitzberg, Patrick, Lucke, Kyle, Pennington, Jake, Serang, Oliver

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  8. 8
    Selection on X 1  +  X 2  + ⋯ +  X m via Cartesian product trees

    Selection on X 1  +  X 2  + ⋯ +  X m via Cartesian product trees by Kreitzberg, Patrick, Lucke, Kyle, Pennington, Jake, Serang, Oliver

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  9. 9
    Selection on \(X_1+X_2+\cdots + X_m\) with layer-ordered heaps

    Selection on \(X_1+X_2+\cdots + X_m\) with layer-ordered heaps by Kreitzberg, Patrick, Lucke, Kyle, Serang, Oliver

    Published in arXiv.org
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  10. 10
    Most abundant isotope peaks and efficient selection on \(Y=X_1+X_2+\cdots + X_m\)

    Most abundant isotope peaks and efficient selection on \(Y=X_1+X_2+\cdots + X_m\) by Kreitzberg, Patrick, Lucke, Kyle, Serang, Oliver

    Published in arXiv.org
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  11. 11
    Selection on \(X_1 + X_1 + \cdots X_m\) via Cartesian product tree

    Selection on \(X_1 + X_1 + \cdots X_m\) via Cartesian product tree by Kreitzberg, Patrick, Lucke, Kyle, Pennington, Jake, Serang, Oliver

    Published in arXiv.org
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  12. 12
    Optimal construction of a layer-ordered heap

    Optimal construction of a layer-ordered heap by Pennington, Jake, Kreitzberg, Patrick, Lucke, Kyle, Serang, Oliver

    Published in arXiv.org
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  13. 13
    Fast exact computation of the \(k\) most abundant isotope peaks with layer-ordered heaps

    Fast exact computation of the \(k\) most abundant isotope peaks with layer-ordered heaps by Kreitzberg, Patrick, Pennington, Jake, Lucke, Kyle, Serang, Oliver

    Published in arXiv.org
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  14. 14
    Using Fundamental Measure Theory to Treat the Correlation Function of the Inhomogeneous Hard-Sphere Fluid

    Using Fundamental Measure Theory to Treat the Correlation Function of the Inhomogeneous Hard-Sphere Fluid by Schulte, Jeff, Kreitzberg, Patrick, Haglund, Chris, Roundy, David

    Published in arXiv.org
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