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Honsberger Revisited：Mathematical Gems Polished

為了解決walkie talkie中文的問題，作者Liong-shinHahn 這樣論述：

　　The author's purpose is to share the thrills and excitement of ingenious solutions to intriguing elementary problems that he has had the good fortune to have conceived in the pursuit of his passion over many years.  His satisfaction lies in the beauty of these gems, not in the incidental fact th

at they happen to be his own work.  A wonderful solution is a glorious thing, whoever might have thought of it, and the author has worked diligently to make easy reading of the joy and delights of his often hard-won success. 　　As Director, responsible for composing the problems for the New Mexico Ma

thematics Contest before his retirement, the author consulted the wonderful books by Professor Ross Honsberger whenever he needed an inspiration.  As a result, the New Mexico Mathematics Contest rose to national prominence and the author received  the “Citation for Public Service” from the American

Mathematical Society in 1998.  In this volume he collected his treatments of over a hundred  problems from the treasure trove of Professor Honsberger. 　　Perhaps it is best to quote Professor Honsberger, “This is a book for everyone who delights in the richness, beauty, and excitement of the wonderfu

l ideas that abide in the realm of elementary mathematics.  I feel it is only fair to caution you that this book can lead to a deeper appreciation and love of mathematics.” 作者簡介 Liong-shin Hahn 　　Liong-shin Hahn was born into a family of physicians in Tainan, Taiwan.  He calls himself the black shee

p of the family, because, like his father, Shyr-Chyuan Hahn, M.D., Ph.D., all five of his brothers became physicians.  After graduating from Tainan First Senior Middle School and the National Taiwan University, he attended Stanford University and obtained his Ph.D. there under Professor Karel deLeeu

w.  He spent most of his career at the University of New Mexico, and while away from that institution, he held visiting positions at the University of Washington (Seattle), the National Taiwan University, the University of Tokyo, Sophia University (Tokyo) and the International Christian University (

Tokyo).   As director of the mathematics contest sponsored by the University of New Mexico, he consulted frequently the superb books by Professor Ross Honsberger that seeded the birth of this book.  He authored Complex Numbers and Geometry (Mathematicial Association of  Americia, 1994), New Mexico M

athematics Contest Problem Book (University of New Mexico Press, 2005), and co-authored with Bernard Epstein Classical Complex Analysis (Jones and Bartlett, 1996).  He was awarded the Citation for Public Service from the American Mathematical Society in 1998.  His marriage to Hwei-Shien Lee (yet ano

ther M.D.) yielded three sons and seven grandchildren.

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加護病房視訊探病之使用意圖分析

為了解決walkie talkie中文的問題，作者鄒富美 這樣論述：

自 2019 年 12 月新冠肺炎疫情爆發後，截至 2021 年 1 月 23 日，全球已有 192 個國 家，累計確診人數 0.98 億人，其中因新冠肺炎而死亡人數 210.7 萬人，是人類歷史上致死人數最多的流行病之一。因全球疫情持續延燒，沒有趨緩跡象。為了防堵在防疫工作中出現任何錯誤與漏洞，應對流行病的快速變化，我們必須嚴格控制可能感染途徑的每一個細節，特別是對已經被診斷出的感染者，應該被更嚴格地限制其活動範圍及限制其接觸的對象。在醫院，特別是重症加護病房的控管，為因應疫情的瞬息萬變，避免發生群聚感染造成醫療人力的耗損，必須採取更有效的保護措施，防止疫情失控及醫療資源崩潰。為了阻斷感染

源傳播，許多醫院禁止親屬面對面探視病人，病人及親屬無法進行面對面互動與關懷，造成病人及親屬感到不安、焦慮或遺憾。為解決此一問題，透過視訊系統探病有助於實現病人及親屬的面對面之交流與關懷，同時又可兼顧防疫，是一種相對較好的解決方案。本研究以整合性科技接受模式（UTAUT )為理論基礎，探討使用者運用視訊系統進行視訊探病的行為意圖。本研究蒐集整理相關研究文獻、建立研究架構、設計 UTAUT 結構化問卷。再經專家修改後的問卷，其內容效度 Cronbach's Alpha 達到：0.980，達到高信度之上（α＞0.7），是具有信效度完整的問卷。本研究以 UTAUT 中「預期成效」、「付出期望」、「社群

因素」、「行為意圖」加上「情感支持」等構面，與人口變數如性別、年齡等；探病經驗變數如有無探視病患的經驗、有無被探視的經驗；視訊經驗變項如有無使用過通訊軟體視訊功能的經驗，及有無使用視訊會議系統的經驗等因素進行相關研究分析，收集 2020 年 11 月 15 日至 12 月 15 日，北部某地區教學醫院加護病房住院病患及親屬進行收案，回收有效、無重複性問卷共 109 份，回收之問卷以 SPSS統計軟體進行問卷資料分析。研究結果顯示，年齡及教育程度對「預期成效」、「付出期望」、「社群因素」、「情感支持」、「行為意圖」等五個研究構面都有顯著的影響；性別僅對「預期成效」、「行為意圖」有顯著的影響；婚姻

狀況及職業則是對「社群因素」、「情感支持」、「行為意圖」有顯著的影響；有無使用視訊會議系統的經驗則是對所有構面都無顯著的影響。此外，研究結果也顯示，「預期成效」、「付出期望」、「情感支持」對「行為意圖」構面有正向顯著的影響，而「社群因素」對「行為意圖」構面的影響則未達統計上的顯著性。本研究以整合性科技接受模式探討加護病房患者及家屬運用視訊系統（視訊螢幕及對講機對話方式）探病之行為意圖，通過現場訪談，可以了解病人及家屬對於使用視訊系統的應用並不排斥，也讓本研究對於使用視訊系統替代面對面探病的想法得到驗證與支持。