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The Hypotenuse: An Illustrated Scientific Parable for Turbulent Times

為了解決Hypotenuse的問題，作者Puente, Carlos E. 這樣論述：

A parable elucidating a pathway to inner and world peace consistent with the teachings of Jesus Christ is presented. Using universal principles regarding natural turbulence as recently uncovered via the science of complexity, the piece shows how simple notions from modern science allow us to visuali

ze the consequences of personal and collective actions and how such ideas entice us, through reason and faith, to seek harmony and friendship in a condition typified by the hypotenuse of a right triangle. Written in a style that invites reflection and self-discovery, The Hypotenuse uses the format o

f an illustrated tale, with "people" walking on top of scientific diagrams, to weave concepts and symbols from mathematics, physics, politics, economics, and morals, in an original and unforeseen fashion.This second edition is launched in the wake of the recent Occupy movements worldwide and the inc

reased awareness of the 1% against the 99%, as an attempt to highlight the optimal solution for us all.Video presentation available at http: //youtu.be/TwEShuvjVTkAlso available in Spanish https: //www.createspace.com/3806434About the Author: Carlos E. Puente received his Ph.D. from MIT in 1984 an

d has been a Professor of Hydrology at the University of California, Davis since 1986. His research focuses on understanding natural and man-made complexity. He has authored over fifty publications, including the books Treasures Inside the Bell and The Fig Tree & The Bell.Praise for THE HYPOTENUSE"C

arlos Puente has an unusual gift for using scientific ideas, amusing sketches and poetic comments to convey spiritual insights in a way that is attractive and eye-catching."--Rev. Dr. John C. Polkinghorne, 2002 Templeton Prize Winner"I ought to confess that I found your proposals fascinating, so muc

h as if I had in my own hands an unknown book by Borges."--Jos Saramago, 1998 Nobel Prize Winner in Literature"After reading it few times, and needing time to reflect after each reading, The Hypotenuse can be understood as both a parable and a Zen Koan. A parable is an allegory intended for a moral

and/or spiritual lesson, a Zen Koan poses a paradoxical question or problem whose intention is a spiritual breakthrough. The tale, both profoundly simple and simply profound, has an urgent message for all who are troubled by globalization and what it means today and could mean for humanity and our

common future, for those promoting global justice and the just distribution of the earth's good, and the spiritual welfare of humanity. Politics, the economy, humanity and spirituality are components of The Hypotenuse, and therefore, equal factors in its solution. A tale ancient, yet applicable to t

he present moment, it demonstrates that it is within our reach and power to attain the balance that supports and maintains life for all."--Rev. Wil Tyrrell, S.A., Archdiocese of New York"Dr. Carlos Puente has written a marvelous parable, showing how peace may be achieved through forgiveness and love

. Puente draws parallels between the universal way by which turbulence oc-curs in nature and our immature human attitudes that often lead to indifference, violence, and soli-tude. Run to your nearest bookstore to buy this little gem, and sail on the shoreless sea of love."--Dr. Cliff Pickover, Autho

r of The Paradox of God and the Science of Omniscience

Hypotenuse進入發燒排行的影片

無需隔離電阻之三角形槽孔功率分配器

為了解決Hypotenuse的問題，作者鄭鈺儒 這樣論述：

本研究提出以三角形槽孔諧振器設計一微帶饋入功率分配器設計，跟過去常看到之功率分配器比較，此一功率分配器無需傳統隔離電阻。功率分配器本體訊號以步階形微帶線型式饋入/饋出，並以接地面上蝕刻三角形槽孔作為訊號通過之共振器單元。首先，透過在輸入線及輸出線下方接地面蝕刻開路槽孔，可降低三角形槽孔諧振器所具有之高電容性，用以改善各埠之阻抗匹配，並有較寬的操作頻帶。三角形槽孔嵌入二個相同L形貼片後，使輸入埠與兩個輸出埠之功率傳輸耦合量提升。最後，在三角形斜邊嵌入槽孔以改善於2.2 GHz之隔離度。經由實測後所提出無須傳統的隔離電阻功率分配器之操作頻寬為2.15 - 3.62 GHz，此時功率分配器可達到1

3.7 dB以上隔離度。可此一功率分配器可應用之商用頻帶為衛星數位廣播主動天線(2.32-2.35 GHz)、無線區域網路系統(2.4-2.483 GHz)、分時長期演進 2600( 2.50-2.69 GHz )及5G系統之Sub-6G(3.3 - 3.6 GHz)等系統。

數學教室A to Z

為了解決Hypotenuse的問題，作者WilliamDunham 這樣論述：

　　1994年美國出版商協會最佳數學圖書獎　　數學科普名作家威廉．鄧漢　　歷經十五年仍廣受好評之作 　　揭開數學大師迷人風采下的神祕面紗，　　一?數學界的偉大定理、難題、爭議及未解謎團，　　讀完不禁讓人大嘆，如果教授能這樣教數學該有多好！ 　　明晰刻劃種種偉大定理、重大難題、爭議和未解謎團，勾勒出塑造迷人數學世界的具體因子。 　　威廉．鄧漢以獨到清晰手筆，發揮巧智，帶領你展開一段生氣勃勃的旅程，登高博覽數學出色成果。鄧漢上下五千年，探索古今獨特題材，從見於最早文獻的算術記載，到無窮級數繁複謎題，乃至於無理數的怪誕特色。全書處處可見他針對碩學大師生活起居，提出種種趣聞軼事，其中介紹了浮誇放浪

的伯特蘭．羅素、爭執不休卻也燦爛耀眼的伯努利兄弟，還有天縱奇才索菲亞．柯瓦列夫斯卡婭。 　　本書介紹了代數、幾何基本知識，內容淺顯易懂，這趟簡短旅程能刺激思維，帶來獨特體驗，領會數學家的技藝，具有何等驚人、恢宏的力量。 作者簡介 威廉．鄧漢　William Dunham 　　美國賓州艾倫鎮穆倫堡學院（Muhlenberg College）杜魯門．柯勒數學教授（Truman Koehler Professor of Mathematics）。 　　1993年獲得美國數學協會（Mathematical Association of America）喬治．波利亞（George Polya）數學獎，表

彰他撰寫數學評註的出色表現。他還榮獲美國國家人文基金會贊助。 譯者簡介 蔡承志 　　政治大學心理學研究所碩士。目前為科普類書籍專業譯者。 　　譯有《數字的異想世界：125個有趣的數學遊戲》、《讓大腦變年輕》、《大氣：萬物的起源》、《掉在地上的餅乾還能吃嗎？：有關細菌、病毒和黴菌的必要知識與常識》（以上皆為商周出版）等科普專書。

評估乳癌患者接受術後輔助性放射治療因胸廓形狀不同所造成肺部劑量的差異

為了解決Hypotenuse的問題，作者張家馨 這樣論述：

早期乳癌患者通常接受乳房保留手術後，會再配合輔助性放射治療。常規乳癌放射治療使用切線照野技術做全乳房照射，為了提高治療範圍的均勻度與順形度並減少低劑量擴散，本科選擇用混合式強度調控技術(hybrid IMRT)作為乳癌的治療技術 。 過去文獻顯示使用影像學中的2D參數用來評估患側肺的劑量，但未有文獻針對胸廓曲度的影響作討論，因此本研究主要以胸廓曲度對於患側肺劑量的影響進行探討。收集80位癌症分期為T2N1以下、接受乳房保留手術的乳癌患者，排除需照射區域淋巴結的患者。因胸廓曲度無法直接測得，故定義一個替代胸廓曲度的測量值-HLD，再量測其他過去文獻曾提到的2D參數，與患側肺劑量進行統計分

析。 使用SPSS 22版軟體，用皮爾森相關係數分析所收集到的資料，以p值＜0.05為有顯著的意義。結果得到2D參數與患側肺劑量作分析，胸廓曲度只有弱相關性，而最大肺距離(MLD)則有中強度相關性。 大多數的乳癌患者因胸廓曲度差異不大，因此對於患側肺的劑量影響不明顯。只有少數的漏斗胸患者因胸廓形狀類似駱駝峰，患側肺會接受到很高劑量，這類患者會建議使用多角度IMRT或VMAT。