Sum rule for optical nuclear reactions
- 作者H. Morinaga; D.C. Peaslee
- 卷第3卷
- 期第1期
- 印刷ISSN0029-5582
- 文件大小257.18KB
- 发表时间1957
- DOI10.1016/0029-5582(57)90059-7
- 页码115-120
Fractional nonlinear diffusion equation, solutions and anomalous diffusionA.T. Silva; E.K. Lenzi; L.R. Evangelista; M.K. Lenzi; L.R. da Silva · 2007
Fractional Schrödinger equation with noninteger dimensionsJ. Martins; H.V. Ribeiro; L.R. Evangelista; L.R. da Silva; E.K. Lenzi · 2012
Treatment selection for stage IIIA Hodgkin's disease patientsL.R. Prosnitz; D. Cooper; E.B. Cox; D.S. Kapp; L.R. Farber · 1984
Exact solutions for a diffusion equation with a nonlinear external forceR.S. Zola; M.K. Lenzi; L.R. Evangelista; E.K. Lenzi; L.S. Lucena; L.R. da Silva · 2008
Exact solutions for a forced Burgers equation with a linear external forceR.S. Zola; J.C. Dias; E.K. Lenzi; L.R. Evangelista; M.K. Lenzi; L.R. da Silva · 2008
Results for a fractional diffusion equation with a nonlocal term in spherical symmetryE.K. Lenzi; M.K. Lenzi; R. Rossato; L.R. Evangelista; L.R. da Silva · 2008
Solutions for a fractional diffusion equation with spherical symmetry using Green function approachL.S. Lucena; L.R. da Silva; L.R. Evangelista; M.K. Lenzi; R. Rossato; E.K. Lenzi · 2008
Some results for a fractional diffusion equation with radial symmetry in a confined regionE.K. Lenzi; L.R. da Silva; A.T. Silva; L.R. Evangelista; M.K. Lenzi · 2009