Digital repatriation, Amerindian reappropriations. Introduction to Part Two

Introduction to Part Ii

In the following chapters we present the theory of bifurcations of dynamical systems with simple dynamics. It is difficult to over-emphasize the role of bifurcation theory in nonlinear dynamics the reason is quite simple: the methods of the theory of bifurcations comprise a working tool kit for the study of dynamical models. Besides, bifurcation theory provides a universal language to communica...

Introduction to Part II

Digital Repatriation: Virtual Museum Partnerships with Indigenous Peoples

The University of Texas and the Smithsonian National Museum of the American Indian have had experience working together on virtual museum projects that bring indigenous people to the museum for the purpose of “digitally repatriating” important cultural items. The initial virtual museum project provided a strategy for cultural responsive teaching in American Indian schools. They also provided a ...

Statistics for dental researchers; part 1: Introduction

Learning statistics is a necessity for dental researchers. Due to daily dental science expansion, dental researchers have to study new papers in recent dental journals to remain up to date. On the other hand, knowing principles of statistics helps better understanding of the articles. Some authors revealed that knowledge of dentists about basic topics of statistics was poor. Therefore, in this ...

Introduction to Go - Board - Part

For simplicity we follow the rules: p denotes a point of E 2 T, f , f1, f2, g denote finite sequences of elements of E2 T, v denotes a finite sequence of elements of , r, s denote real numbers, n, m, i, j, k denote natural numbers, and x is arbitrary. One can prove the following three propositions: (1) |r − s| = 1 if and only if r > s and r = s + 1 or r < s and s = r + 1. (2) |i− j|+ |n−m| = 1 ...