% 
% This file was created by the Typo3 extension
% sevenpack version 0.7.10
% 
% --- Timezone: UTC
% Creation date: 2019-12-06
% Creation time: 22-36-41
% --- Number of references
% 84
% 

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}

@Incollection { MR3821981,
   title = {Parabolic equations with quadratic growth in \textbackslashBbb R\verb=^=n},
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@Article { MR3757571,
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@Incollection { MR3753040,
   title = {Hida distribution construction of indefinite metric \{({\"I}?\verb=^=p)_d\} (d\textbackslashge4) quantum field theory},
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@Incollection { MR3588084,
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@Article { MR3189646,
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@Book { MR3134900,
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   author = {Bensoussan, Alain and Frehse, Jens and Yam, Phillip}
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   author = {Gonzalez, M. and Yang, J. Y. and Daraio, C. and Ortiz, M.}
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@Article { MR2919197,
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@Article { MR2845873,
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@Article { RN72,
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   author = {Venturini, G. and Yang, J. Z. and Ortiz, M. and Marsden, J. E.}
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@Article { MR2810797,
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@Incollection { jvygen_held11combinatorial,
   title = {Combinatorial optimization in VLSI design},
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   year = {2011},
   pages = {33--96},
   editor = {V. Chv{\~A}&iexcl;tal},
   publisher = {IOS Press},
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@Article { MR2661171,
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@Article { MR2662426,
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@Article { MR2680421,
   title = {Derivation of the Gross-Pitaevskii equation for the dynamics of Bose-Einstein condensate},
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@Article { MR2639734,
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@Article { MR2587574,
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@Incollection { MR2792029,
   title = {Some abstract considerations on the homogenization problem of infinite dimensional diffusions},
   year = {2010},
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   publisher = {Res. Inst. Math. Sci. (RIMS), Kyoto},
   series = {RIMS K{\~A}&acute;ky{\~A}&raquo;roku Bessatsu, B21},
   booktitle = {Applications of renormalization group methods in mathematical sciences},
   author = {Albeverio, Sergio and Yoshida, Minoru W.}
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@Article { MR2509983,
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@Article { MR2525781,
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@Inproceedings { MR2407551,
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   publisher = {Res. Inst. Math. Sci. (RIMS), Kyoto},
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   author = {Albeverio, Sergio and Yoshida, Minoru W.}
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@Article { RN136,
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@Article { RN141,
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@Article { RN140,
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@Article { jvygen_korte07bonntools,
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@Article { MR2276262,
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@Article { MR2262740,
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@Incollection { MR2397783,
   title = {Homogenization of diffusions on the lattice \emph{Z}\(^{d}\) with periodic drift coefficients, applying a logarithmic Sobolev inequality or a weak Poincar{\~A}&copy; inequality},
   year = {2007},
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   url = {https://doi.org/10.1007/978-3-540-70847-6_3},
   publisher = {Springer, Berlin},
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   booktitle = {Stochastic analysis and applications},
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@Article { RN153,
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@Article { Yang2006,
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@Article { MR2192499,
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@Article { RN150,
   title = {A variational formulation of the coupled thermo-mechanical boundary-value problem for general dissipative solids},
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   url = {<Go to ISI>://WOS:000234867500008},
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   DOI = {10.1016/jjmps.2005.08.010},
   author = {Yang, Q. and Stainier, L. and Ortiz, M.}
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@Article { MR2257859,
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@Article { MR2209131,
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@Article { MR2226332,
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@Article { RN147,
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   author = {Yavari, A. and Marsden, J. E. and Ortiz, M.}
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