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jcel_si_wigner [2015/02/03 09:06] – created weinbubjcel_si_wigner [2015/09/22 06:41] (current) weinbub
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 ====== Call for Papers: JCEL Special Issue ====== ====== Call for Papers: JCEL Special Issue ======
  
-special issue on //Wigner// in the [[http://www.springer.com/engineering/computational+intelligence+and+complexity/journal/10825|Journal of Computational Electronics (JCEL)]] is plannedwhich will be edited by [[David K. Ferry]], [[Mihail (Mixi) Nedjalkov]], and [[Josef Weinbub]]. The motivation is layed out in {{:jcel_special_issue_wigner_letter.pdf|this announcement letter}} by [[Mihail (MixiNedjalkov]] and [[Jean Michel Sellier]].+**The special issue on Wigner Functions, edited by [[Mihail (Mixi) Nedjalkov]], [[Josef Weinbub]] and [[David KFerry]], has been published in [[http://link.springer.com/journal/10825/14/4/page/1|JCEL 14(4)]].**
  
-The (hard!submission deadline is **June 1, 2015** to make the September issue; no extensions will be granted. +<del>A special issue on //Wigner// in the [[http://www.springer.com/engineering/computational+intelligence+and+complexity/journal/10825|Journal of Computational Electronics (JCEL)]] is planned. The motivation is layed out in {{:jcel_special_issue_wigner_letter.pdf|this announcement letter}} by [[Mihail (Mixi) Nedjalkov]] and [[Jean Michel Sellier]].
-The usual submission rules for this journal applyHowever, during the submission process make sure that you select the **'Wigner'** special issue.+
  
-===== Preliminary List of Contributions =====+The (hard!) submission deadline is **June 1, 2015** to make the September issue; no extensions will be granted. 
 +The usual submission rules for this journal apply. However, during the submission process make sure that you select the **'Wigner'** special issue.</del>
  
-__//Please indicate your interest by entering your name and tentative title//__ 
  
-  * Ivan Dimov et al. "Boundary Conditions and the Wigner Equation Solution" 
-  * Xavier Oriols et al. "Negative Probabilities: Similarities and Differences between Wigner and Bohmian Distribution Functions in Phase-Space" 
-  * Josef Weinbub et al. "Large-Scale Parallelization Approaches of Two-Dimensional Wigner Monte Carlo Simulations" 
-  * Paul Ellinghaus et al. "Application of Wigner Monte Carlo to Tunneling Transistors" 
-  * B. J. Spisak et al. "Application of the Wigner function to the description of the dynamics of electrons in disordered environment" 
jcel_si_wigner.1422954402.txt.gz · Last modified: 2015/02/03 09:06 by weinbub

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