نتایج جستجو برای: thesash making art orsisazi activities dont have thrivednow

تعداد نتایج: 3505968  

Journal: :Computers & Mathematics with Applications 1986

Journal: :IEEE Computer Graphics and Applications 2020

پایان نامه :وزارت علوم، تحقیقات و فناوری - دانشگاه یزد 1390

the debate whether esp teachers need to have knowledge of the specialized field they are teaching has been an issue in the literature over the last two decades. the aim of conducting this study was to explore iranian learners’ and instructors’ beliefs and attitudes concerning the role of specialized knowledge in teaching esp classes. a seventeen item questionnaire was administered to 400 esp le...

2004
Sheldon BROWN

The developments of digital technology provide opportunities for artists to radically rethink the notion of mediums as entities that are containers to be filled with the content of their artwork. Digital technologies provide the capability for artists to create their own functional mediums along with a particular artwork. However, this technological creativity can create daunting development ta...

2014
Nicole Carbert Liane Gabora Jasmine Schwartz

Creativity is thought to involve searching and selecting amongst multiple discrete idea candidates. Honing theory predicts that it involves actualizing the potentiality of as few as a single ill-defined idea by viewing it from different contexts. This paper reports on a study that tests between these theories. Participants were invited to “Create a painting that expresses yourself in any style ...

2006
Lizzie Muller

This paper describes the development of laboratory concepts in the making and curating of interactive art, in which the exhibition becomes a site for collaboration between curators, artists, and audiences. It describes Beta_space, an experimental public venue that seeks to realise the concept of the exhibition as living laboratory through the participatory qualities of interactive computer-base...

2003
RICHARD KENYON

Given a finite or infinite planar graph all of whose faces have degree 4, we study embeddings in the plane in which all edges have length 1, that is, in which every face is a rhombus. We give a necessary and sufficient condition for the existence of such an embedding, as well as a description of the set of all such embeddings. Résumé. Etant donné un graphe planaire, fini ou infini, dont toutes ...

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