%0 Generic %1 ionescu2007feynman %A Ionescu, Lucian M. %D 2007 %K Feynman physics %T The Feynman Legacy %U http://arxiv.org/abs/math/0701069 %X The article is an overview of the role of graph complexes in the Feynman path integral quantization. The underlying mathematical language is that of PROPs and operads, and their representations. The sum over histories approach, the Feynman Legacy, is the bridge between quantum physics and quantum computing, pointing towards a deeper understanding of the fundamental concepts of space, time and information.

@misc{ionescu2007feynman, abstract = {The article is an overview of the role of graph complexes in the Feynman path integral quantization. The underlying mathematical language is that of PROPs and operads, and their representations. The sum over histories approach, the Feynman Legacy, is the bridge between quantum physics and quantum computing, pointing towards a deeper understanding of the fundamental concepts of space, time and information.}, added-at = {2013-02-21T16:40:25.000+0100}, author = {Ionescu, Lucian M.}, biburl = {https://www.bibsonomy.org/bibtex/2012e97776462d67755994d21d38c0d00/michael.sherbon}, interhash = {ad07a14166ca95e89dd2bf71894f5657}, intrahash = {012e97776462d67755994d21d38c0d00}, keywords = {Feynman physics}, note = {cite arxiv:math/0701069Comment: 22 pages, LaTeX2e; submitted to Adv. Theor. Math. Phys}, timestamp = {2013-02-21T16:40:25.000+0100}, title = {The Feynman Legacy}, url = {http://arxiv.org/abs/math/0701069}, year = 2007 }