In our era of rapid technological advancement, the research landscape for
writing assistants has become increasingly fragmented across various research
communities. We seek to address this challenge by proposing a design space as a
structured way to examine and explore the multidimensional space of intelligent
and interactive writing assistants. Through a large community collaboration, we
explore five aspects of writing assistants: task, user, technology,
interaction, and ecosystem. Within each aspect, we define dimensions (i.e.,
fundamental components of an aspect) and codes (i.e., potential options for
each dimension) by systematically reviewing 115 papers. Our design space aims
to offer researchers and designers a practical tool to navigate, comprehend,
and compare the various possibilities of writing assistants, and aid in the
envisioning and design of new writing assistants.

我们通过提出一个设计空间来探索智能交互式写作助手的多维空间，并通过系统地检视 115 篇论文的方式，对任务、用户、技术、交互和生态系统五个方面进行了分析和定义，旨在为研究人员和设计师提供一个实用工具来导航、理解和比较各种写作助手的可能性，并帮助构想和设计新的写作助手。

智能交互式写作助手的设计空间

A Design Space for Intelligent and Interactive Writing Assistants

Characterizing user to access point (AP) association strategies in
heterogeneous cellular networks (HetNets) is critical for their performance
analysis, as it directly influences the load across the network. In this
letter, we introduce and analyze a class of association strategies, which we
term stationary association, and the resulting association cells. For random
HetNets, where APs are distributed according to a stationary point process, the
area of the resulting association cells are shown to be the marks of the
corresponding point process. Addressing the need of quantifying the load
experienced by a typical user, a "Feller-paradox" like relationship is
established between the area of the association cell containing origin and that
of a typical association cell. For the specific case of Poisson point process
and max power/SINR association, the mean association area of each tier is
derived and shown to increase with channel gain variance and decrease in the
path loss exponents of the corresponding tier.

本文介绍了一种被称为静态关联的关联策略，并分析了其关联单元的结果。针对典型用户的负载问题，建立了一种类似于 Feller 悖论的关系，并针对 Poisson 随机过程和最大功率 / SINR 联接进行了分析。