Quantum Calculus Calculus without limits

September 22, 2014. It leads to a natural calculus on graphs. Here. Is an attempt to summarize calculus. One can explain some main ideas in multivariable calculus, differential geometry and topology in discrete settings. Calculus on graphs by nature is coordinate free. Yes, one needs to introduce orientations of edges for example to define the gradient but essential notions like the gradient which determines how light or heat propagates are coordinate independent. Rarr; Leave a comment. March 25, 2014.

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The web site quantumcalculus.org presently has a traffic classification of zero (the lower the better). We have crawled three pages inside the web site quantumcalculus.org and found zero websites referring to quantumcalculus.org. I acquired two contacts and directions for quantumcalculus.org to help you contact them. The web site quantumcalculus.org has been online for seven hundred and three weeks, twenty-two days, eleven hours, and fifty-five minutes.
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The web site quantumcalculus.org was first documented on January 15, 2011. It is currently seven hundred and three weeks, twenty-two days, eleven hours, and fifty-five minutes young.
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CONTACTS

Knill

Oliver Knill

60 Crawford Street

Arlington, MA, 02474

US

Oliver Knill

60 Crawford Street

Arlington, MA, 02474

US

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Quantum Calculus Calculus without limits

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September 22, 2014. It leads to a natural calculus on graphs. Here. Is an attempt to summarize calculus. One can explain some main ideas in multivariable calculus, differential geometry and topology in discrete settings. Calculus on graphs by nature is coordinate free. Yes, one needs to introduce orientations of edges for example to define the gradient but essential notions like the gradient which determines how light or heat propagates are coordinate independent. Rarr; Leave a comment. March 25, 2014.

PARSED CONTENT

The web site states the following, "It leads to a natural calculus on graphs." I noticed that the web site stated " Is an attempt to summarize calculus." They also said " One can explain some main ideas in multivariable calculus, differential geometry and topology in discrete settings. Calculus on graphs by nature is coordinate free. Yes, one needs to introduce orientations of edges for example to define the gradient but essential notions like the gradient which determines how light or heat propagates are coordinate independent. Rarr; Leave a comment."

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