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intensity

Tuesday, November 25, 2008. Today we clarified some of the issues around the difference between extensive and intensive properties. Extensive and intensive are different ways of conceiving of property. Fro Delanda it is differences in intesive properites that drive change and therefore organization and therefor form. In Wolfram change is manifest in . . ? Please send me a paragraph of what interests you in terms of the course, one of the readings, or a contemporary problem, and Ill reply with a topic and...

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intensity | computationalintensity.blogspot.com Reviews
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Tuesday, November 25, 2008. Today we clarified some of the issues around the difference between extensive and intensive properties. Extensive and intensive are different ways of conceiving of property. Fro Delanda it is differences in intesive properites that drive change and therefore organization and therefor form. In Wolfram change is manifest in . . ? Please send me a paragraph of what interests you in terms of the course, one of the readings, or a contemporary problem, and Ill reply with a topic and...
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intensity | computationalintensity.blogspot.com Reviews

https://computationalintensity.blogspot.com

Tuesday, November 25, 2008. Today we clarified some of the issues around the difference between extensive and intensive properties. Extensive and intensive are different ways of conceiving of property. Fro Delanda it is differences in intesive properites that drive change and therefore organization and therefor form. In Wolfram change is manifest in . . ? Please send me a paragraph of what interests you in terms of the course, one of the readings, or a contemporary problem, and Ill reply with a topic and...

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computationalintensity.blogspot.com computationalintensity.blogspot.com
1

intensity: Discrete and Continuous

http://computationalintensity.blogspot.com/2008/11/discrete-and-continuous.html

Sunday, November 23, 2008. Discrete is a form of mathematics and a ring setting on my phone. Synonyms that come to mind: subtle, passive, separated, finite, limited. Somehow, discrete seems more accurate in our dialogue while continuous being too general. I am looking into the words perhaps a little too much, but looking nonetheless. Posted by Eric Olson. This post could be meaningless. November 23, 2008 at 9:49 AM. Subscribe to: Post Comments (Atom). Delanda v. Wolfram. Discrete) and - - - (continuous).

2

intensity: Delanda v. Wolfram

http://computationalintensity.blogspot.com/2008/11/delanda-v-wolfram.html

Tuesday, November 25, 2008. Delanda v. Wolfram. Delanda and Wolfram are almost temporally opposed when it comes to the notion of intensity. Delanda cites the medieval philosophical concept of intensive. Delanda sees intensity as a defined property. Wolfram sees it as a happy accident. Subscribe to: Post Comments (Atom). Delanda v. Wolfram. Discrete) and - - - (continuous). Again, with more intensity. A short essay on intensity. Why is topology groovy. THOM : intensity as morphogenetic states. As top.

3

intensity: INTENSITY

http://computationalintensity.blogspot.com/2008/11/intensity_25.html

Tuesday, November 25, 2008. It seems that the whole name the game here, is Intensive properties. Extensive properties are basically that which are rationally divisible. Length, width, mass, these are divisible properties and are extensive. Temperature is not divisible and is not extensive. Neither is pressure, speed, or force. These properties are only modified by actions not by Boolean operations. This seems to go back to metric and non-metric properties. Subscribe to: Post Comments (Atom).

4

intensity: Re: Seminar

http://computationalintensity.blogspot.com/2008/11/re-seminar.html

Wednesday, November 19, 2008. Maybe we should all just meet at our birthday party saturday night. you all thought deleuze wrote like he was drinking anyway, right . . . On Wed, Nov 19, 2008 at 10:59 AM, Peter Macapia peter.dora@tmo.blackberry.net. Design Office for Research and Architecture. Brooklyn, NY 11201. Http:/ atlas.labdora.com/. Subscribe to: Post Comments (Atom). Delanda v. Wolfram. Discrete) and - - - (continuous). Again, with more intensity. A short essay on intensity. Why is topology groovy.

5

intensity: "again, with more intensity"

http://computationalintensity.blogspot.com/2008/11/again-with-more-intensity.html

Tuesday, November 18, 2008. Again, with more intensity". But mostly it comes down to pattern, and intensity of connection. His final example of the braiding and interconnectedness of 'strands' began a whole other discussion of intensity. November 18, 2008 at 5:21 PM. Nicely done. an apt title, as well, methinks. November 19, 2008 at 2:47 PM. Subscribe to: Post Comments (Atom). Delanda v. Wolfram. Discrete) and - - - (continuous). Again, with more intensity. A short essay on intensity.

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intensity

Tuesday, November 25, 2008. Today we clarified some of the issues around the difference between extensive and intensive properties. Extensive and intensive are different ways of conceiving of property. Fro Delanda it is differences in intesive properites that drive change and therefore organization and therefor form. In Wolfram change is manifest in . . ? Please send me a paragraph of what interests you in terms of the course, one of the readings, or a contemporary problem, and Ill reply with a topic and...

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