Human-Computer Interaction and the Future ofWork

Advances in computing technology, changing policies, and slow crises are rapidly changing the way we work. Human-computer interaction (HCI) is a critical aspect of these trends, to understand how workers contend with emerging technologies and how design might support workers and their values and aspirations amidst technological change. This SIG invites HCI researchers across diverse domains to reflect on the range of approaches to future of work research, recognize connections and gaps, and consider how HCI can support workers and their wellbeing in the future

Re-Shape: A Method to Teach Data Ethics for Data Science Education

Data has become central to the technologies and services that human-computer interaction (HCI) designers make, and the ethical use of data in and through these technologies should be given critical attention throughout the design process. However, there is little research on ethics education in computer science that explicitly addresses data ethics. We present and analyze Re-Shape, a method to teach students about the ethical implications of data collection and use. Re-Shape, as part of an educational environment, builds upon the idea of cultivating care and allows students to collect, process, and visualizetheir physical movement data in ways that support critical reflection and coordinated classroom activities about data, data privacy, and human-centered systems for data science. We also use a case study of Re-Shape in an undergraduate computer science course to explore prospects and limitations of instructional designs and educational technology such as Re-Shape that leverage personal data to teach data ethics

Результаты точки совпадения и их приложения в частично упорядоченных метрических пространствах

The purpose of this paper is to establish some common fixed point theorems for f-nondecreasing self-mapping satisfying a certain rational type contraction condition in the frame of a metric spaces endowed with partial order. Also, some consequences of the results in terms of an inte- gral type contractions are presented in the space. Further, the monotone iterative technique has been used to find a unique solution of an integral equationЦелью данной работы является установление некоторых общих теорем о неподвижной точке для f-неубывающего отображения в себя, удовлетворяющего некоторому условию сжатия рационального типа в репере метрических пространств, наделенных частичным порядком. Также в пространстве представлены некоторые следствия результатов в терминах сжатий интегрального типа. Кроме того, метод монотонной итерации был использован для нахождения единственного решения интегрального уравнени