## Optimization-Based String Method for Finding MinimumEbook 2.19 MB | Ebook Pages: 219Amit Samanta1,∗ and Weinan E2,3 1 Program in Applied and Computational Mathematics, Princeton University, E. Vanden-Eijnden and M. Venturoli, |

## Lecture 4 Eigenvalue problems - Peking UniversityEbook 5.72 MB | Ebook Pages: 134Lecture 4 Eigenvalue problems Weinan E1, 2and Tiejun Li 1Department of Mathematics, Princeton University, weinan@princeton.edu 2School of Mathematical Sciences, |

## CYRILL B. MURATOV - New Jersey Institute of TechnologyEbook 4.2 MB | Ebook Pages: 212Muratov and E. Vanden-Eijnden, and Weinan E, \Self-induced Stochastic resonance in ex-citable systems", Physica D 210, 227{240 (2005). 31. R. E. L. |

## Metastability, conformation dynamics, and transitionEbook 6.87 MB | Ebook Pages: 1422 Weinan E and Eric Vanden-Eijnden tems of this kind. The purpose of the present paper is to review some (not all) of these techniques and the underlying theoretical |

## Transition-Path Theory and Path-Finding Algorithms for theEbook 6.01 MB | Ebook Pages: 206Weinan E1 and Eric Vanden-Eijnden2 1Department of Mathematics and Program in Applied and Computational Mathematics, Princeton University, Princeton, e −βU(x)(x |

## PREM Multidisciplinary Research and Education inEbook 1.24 MB | Ebook Pages: 178Nicholas Kioussis Gang Lu Donna Sheng Roberto Car Weinan E Duncan Haldane Faculty at W. M. Keck CMTC Faculty at PCCM- MRSEC Emily Carter |

## ROBERT V. KOHN - New York UniversityEbook 6.96 MB | Ebook Pages: 241ROBERT V. KOHN Address Courant Institute of Mathematical Sciences, New York University, 251 Mercer Street, New York, NY 10012. Phone: 212-998-3217. |

## Boundary Conditions for the Moving Contact Line ProblemEbook 6.29 MB | Ebook Pages: 167Weinan Ey Department of Mathematics and PACM, Princeton University, Princeton, NJ 08540, USA and E ective boundary conditions are derived using force balance. |

## Sequential multiscale modeling using sparse representationEbook 6.58 MB | Ebook Pages: 199Sequential mUltiscale modeling using sparse representation Carlos J. Garc´ıa-Cervera,1, ∗ Weiqing Ren,2, † Jianfeng Lu,3, ‡ and Weinan E4, § 1Mathematics |

## Turbulent transport via SPDEs and Wiener chaosEbook 5.25 MB | Ebook Pages: 239(Weinan E and Eric Vanden Eijnden (2000)) 3. Generalized Kraichnan’s Model Physical Model for v: |

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