Feynman integrals as generalized functions on path space: things done and open problems

Streit L, Janke W, Pelster A (2008)
In: Path integrals: new trends and perspectives. Janke W, Pelster A (Eds); Singapore: World Scientific.

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Konferenzbeitrag | Veröffentlicht | Englisch
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Erscheinungsjahr
Titel des Konferenzbandes
Path integrals: new trends and perspectives
Konferenz
9. International Conference on Path Integrals
Konferenzort
Dresden, Germany
Konferenzdatum
2007-09-23 – 2007-09-28
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Streit L, Janke W, Pelster A. Feynman integrals as generalized functions on path space: things done and open problems. In: Janke W, Pelster A, eds. Path integrals: new trends and perspectives. Singapore: World Scientific; 2008.
Streit, L., Janke, W., & Pelster, A. (2008). Feynman integrals as generalized functions on path space: things done and open problems. In W. Janke & A. Pelster (Eds.), Path integrals: new trends and perspectives Singapore: World Scientific.
Streit, L., Janke, W., and Pelster, A. (2008). “Feynman integrals as generalized functions on path space: things done and open problems” in Path integrals: new trends and perspectives, Janke, W., and Pelster, A. eds. (Singapore: World Scientific).
Streit, L., Janke, W., & Pelster, A., 2008. Feynman integrals as generalized functions on path space: things done and open problems. In W. Janke & A. Pelster, eds. Path integrals: new trends and perspectives. Singapore: World Scientific.
L. Streit, W. Janke, and A. Pelster, “Feynman integrals as generalized functions on path space: things done and open problems”, Path integrals: new trends and perspectives, W. Janke and A. Pelster, eds., Singapore: World Scientific, 2008.
Streit, L., Janke, W., Pelster, A.: Feynman integrals as generalized functions on path space: things done and open problems. In: Janke, W. and Pelster, A. (eds.) Path integrals: new trends and perspectives. World Scientific, Singapore (2008).
Streit, Ludwig, Janke, Wolfhard, and Pelster, Axel. “Feynman integrals as generalized functions on path space: things done and open problems”. Path integrals: new trends and perspectives. Ed. Wolfhard Janke and Axel Pelster. Singapore: World Scientific, 2008.

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