3 members
8 members
2 members
Started this discussion. Last reply by Michael Alexeevich Popov Dec 6, 2011.
Started Oct 30, 2009
Started this discussion. Last reply by Michael Alexeevich Popov Dec 1, 2012.
Loading feed
Michael Alexeevich Popov commented on Michael Alexeevich Popov's group The Unit for Quantum Digital Humanities
Michael Alexeevich Popov commented on Michael Alexeevich Popov's group The Unit for Quantum Digital Humanities
Michael Alexeevich Popov commented on Michael Alexeevich Popov's group Virtual Laboratory of Quantum and Computational Anthropology
John McCreery commented on Michael Alexeevich Popov's blog post Mathematical tradition in Anthropology. An Introduction 1. Edmund R.Leach
Michael Alexeevich Popov commented on Michael Alexeevich Popov's blog post Mathematical tradition in Anthropology. An Introduction 1. Edmund R.Leach
John McCreery commented on Michael Alexeevich Popov's blog post Mathematical tradition in Anthropology. An Introduction 1. Edmund R.Leach
Michael Alexeevich Popov commented on Michael Alexeevich Popov's blog post Mathematical tradition in Anthropology. An Introduction 1. Edmund R.Leach
John McCreery commented on Michael Alexeevich Popov's blog post Mathematical tradition in Anthropology. An Introduction 1. Edmund R.Leach
M Izabel commented on Michael Alexeevich Popov's blog post Mathematical tradition in Anthropology. An Introduction 1. Edmund R.Leach
John McCreery commented on Michael Alexeevich Popov's blog post Mathematical tradition in Anthropology. An Introduction 1. Edmund R.Leach
M Izabel commented on Michael Alexeevich Popov's blog post Mathematical tradition in Anthropology. An Introduction 1. Edmund R.Leach
M Izabel commented on Michael Alexeevich Popov's blog post Mathematical tradition in Anthropology. An Introduction 1. Edmund R.Leach
Michael Alexeevich Popov commented on Michael Alexeevich Popov's blog post Mathematical tradition in Anthropology. An Introduction 1. Edmund R.Leach
M Izabel commented on Michael Alexeevich Popov's blog post Mathematical tradition in Anthropology. An Introduction 1. Edmund R.Leach
John McCreery commented on Michael Alexeevich Popov's blog post Mathematical tradition in Anthropology. An Introduction 1. Edmund R.Leach
M Izabel commented on Michael Alexeevich Popov's blog post Mathematical tradition in Anthropology. An Introduction 1. Edmund R.Leach
Anthropologist sees the world as a world of extreme complexity or as a series of Big Data ( NP hard ) problems , hence, some field complexities could be described as“ botanic rarities of the most exotic kind “ by literary forms , whereas another complexities are ready for scientific computational analysis.
As is known the first attempts to introduce systematic scientific analysis of culture as “ a set of mechanical devices “ ( Malinowski ) or as a sort of “computer…
ContinuePosted on March 28, 2013 at 4:17pm — 20 Comments
This remark inspired by David Mills (Department of Education, University of Oxford) paper "After Malinowski..." ( Ethnicity seminar at ISCA 1.03.2013 ). David described Malinowski style of doing anthropological seminar at LSE with its interactive way of presentation, formalism,"raumkunst" and, of course, pub. It became puzzling for today's anthropologists because mathematical aspects of Malinowski functionalist thinking ( as well as Levi-Strauss algebraist thinking) are ignored…
ContinuePosted on March 1, 2013 at 3:30pm — 3 Comments
Posted on November 1, 2011 at 1:58pm — 6 Comments
There are two different anthropologies – anthropology by historians and anthropology by physicists and mathematicians. The first is academically recognized social science ,whereas , the second is just emerging discipline inspired by results of cosmology of antropic (anthropological ) principle, space life sciences, computational theory of human limits, gravitational and quantum biology, mathematical evolution, experimental econophysics, quantum games applications,applied mathematics and …
ContinuePosted on June 29, 2011 at 2:30pm — 7 Comments
© 2013 Created by Keith Hart.
Powered by
