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Tree-Based Reparameterization Framework for Analysis of Sum-Product and Related Algorithms

机译：用于求和积分析的基于树的重新参数化框架及相关算法

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Martin J. Wainwright; Tommi S. Jaakkola; Alan S. Willsky;
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年度 2003
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3. Convergence Analysis of Reweighted Sum-Product Algorithms [J] . Roosta T. G., Wainwright M. J., Sastry S. S. IEEE Transactions on Signal Processing . 2008,第9期

机译：加权和积算法的收敛性分析
4. Tree-based reparameterization analysis of belief propagation and related algorithms for approximate inference on graphs with cycles [C] . Martin Wainwright, Tommi Jaakkola, Alan Willsky IEEE International Symposium on Information Theory . 2002

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5. Simulations of iterative code-aided synchronization based on the sum-product algorithm framework. [D] . Lim, Steven. 2010

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6. Robust and rapid algorithms facilitate large-scale whole genome sequencing downstream analysis in an integrative framework [O] . Miaoxin Li, Jiang Li, Mulin Jun Li, 2017

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7. Convergence analysis of reweighted sum-product algorithms [O] . Tanya G. Roosta, Martin J. Wainwright, Shankar S. Sastry 2007

机译：重加权和积算法的收敛性分析

Tree-Based Reparameterization Framework for Analysis of Sum-Product and Related Algorithms

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