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36篇 您的检索式:作者名="Keimel"
    题名 作者 年代 出处 被引量
1On compact continuous L-domain显示文摘LIANG J H KEIMEL K 1999Computer & Mathematics with Applications1999,35,:1
2Sematic domains for combining probability and non-determinism显示文摘TIX R KEIMEL K PLOTKIN G 2005Electronic Notes in Theoretical Computer Science2005,129,:1
3Ultrafast and direct imprint of nanostructures in silicon显示文摘Chou S Y Keimel Chris Gu Jian 0,,20:1
4Linear types and approximation显示文摘Huth M Jung A Keimel K 2000Math Struct in Comp Science2000,,10:1
5Compact continuous L-domains显示文摘Liang J H Keimel K 1999Computers and Mathematics with Applications1999,38,1:1
6Time-input, an innovative groundwatervulnerability assessment scheme: application to an alpine test site 显示文摘Kralik M Keimel T 2003Environmental Geology2003,44,:1
7Time-input, an innovative groundwater-vulnerability assessment scheme : application to an alpine test site 显示文摘M Kralik T Keimel 2003Environmental Geology2003,,44:1
8Ultrafast and direct imprint of nanostructure in silicon 显示文摘Stephen Y Chou Chris Keimel Jian Gu 2002Nature2002,417,:1
9Compact continuous L-domains显示文摘Liang J H Keimel K 1999Computers and Mathematics with Applications1999,38,:1
10Uhrafast and direct imprint of nanostructure in silicon显示文摘Chou Stephen Y Keimel Chris Gu Jian 2002Nature2002,417,:1
11Compact continuous L-domains 显示文摘 1999Computers and Mathematics With Applications1999,38,:1
12Ultrafast and Direct Imprint of Nanostructures in Silicon显示文摘Chou S Y Keimel C Gu J 2002Nature2002,417,20:1
13Quasicontinuous domains and the smyth powerdomain显示文摘Heckmann R Keimel K 2013Electronic Notes in Theoretical Computer Science2013,298,:1
14A directed proof of the Hofmann Mislove theorem显示文摘Keimel K Paseka J 1994Proceedings of the AMS1994,120,:1
15Topological cone: functional analysis in T0-setting显示文摘Keimel M 2008Semigroup Forum2008,77,:1
16Compact Continuous L-do- mains显示文摘Liang J H Keimel K 1999Computers and Mathematics with Applica- tions1999,38,:1
17Compact Continuous L-Domains显示文摘 Keimel K 1999Computers and Mathematics with Applications1999,38,:1
18the way below relation of semantic domains显示文摘 Escardo M H Keimel K 1998Topology and its Applications1998,89,:1
19A directed proof of the Hofmann-mislove theorem显示文摘Keimel K Paseka J 1994Proceedings of the AMS1994,120,:1
20Ultrafast and direct imprint of nanostructures in silicon 显示文摘 KEIMEL C GU J 2002Nature2002,417,6891:1
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