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Maple(tm) Supplement for Differential Equations

為了解決Equation calculator的問題，作者Gilbert, Robert P.,Hsiao, George C.,Ronkese, Robert J. 這樣論述：

This book illustrates how MAPLE can be used to supplement a standard, elementary text in ordinary and partial differential equation. MAPLE is used with several purposes in mind. The authors are firm believers in the teaching of mathematics as an experimental science where the student does numerou

s calculations and then synthesizes these experiments into a general theory.Projects based on the concept of writing generic programs test a student’s understanding of the theoretical material of the course. A student who can solve a general problem certainly can solve a specialized problem. The aut

hors show MAPLE has a built-in program for doing these problems. While it is important for the student to learn MAPLEŚ in built programs, using these alone removes the student from the conceptual nature of differential equations.The goal of the book is to teach the students enough about the computer

algebra system MAPLE so that it can be used in an investigative way. The investigative materials which are present in the book are done in desk calculator mode DCM, that is the calculations are in the order command line followed by output line. Frequently, this approach eventually leads to a progra

m or procedure in MAPLE designated by proc and completed by end proc. This book was developed through ten years of instruction in the differential equations course. Table of Contents1. Introduction to the Maple DEtools 2. First-order Differential Equations 3. Numerical Methods for First Order Equati

ons 4. The Theory of Second Order Differential Equations with Con-5. Applications of Second Order Linear Equations 6. Two-Point Boundary Value Problems, Catalytic Reactors and7. Eigenvalue Problems 8. Power Series Methods for Solving Differential Equations 9. Nonlinear Autonomous Systems 10. Integra

l Transforms BiographiesRobert P. Gilbert holds a Ph.D. in mathematics from Carnegie Mellon University. He and Jerry Hile originated the method of generalized hyperanalytic function theory. Dr. Gilbert was professor at Indiana University, Bloomington and later became the Unidel Foundation Chair of M

athematics at the University of Delaware. He has published over 300 articles in professional journals and conference proceedings. He is the Founding Editor of two mathematics journals Complex Variables and Applicable Analysis. He is a three-time Awardee of the Humboldt-Preis, and. received a British

Research Council award to do research at Oxford University. He is also the recipient of a Doctor Honoris Causa from the I. Vekua Institute of Applied Mathematics at Tbilisi State University. George C. Hsiao holds a doctorate degree in Mathematics from Carnegie Mellon University. Dr. Hsiao is the Ca

rl J. Rees Professor of Mathematics Emeritus at the University of Delaware from which he retired after 43 years on the faculty of the Department of Mathematical Sciences. Dr. Hsiao was also the recipient of the Francis Alison Faculty Award, the University of Delaware’s most prestigious faculty honor

, which was bestowed on him in recognition of his scholarship, professional achievement and dedication. His primary research interests are integral equations and partial differential equations with their applications in mathematical physics and continuum mechanics. He is the author or co-author of m

ore than 200 publications in books and journals. Dr. Hsiao is world-renowned for his expertise in Boundary Element Method and has given invited lectures all over the world.Robert J. Ronkese holds a PhD in applied mathematics from the University of Delaware. He is a professor of mathematics at the US

Merchant Marine Academy on Long Island. As an undergraduate, he was an exchange student at the Swiss Federal Institute of Technology (ETH) in Zurich. He has held visiting positions at the US Military Academy at West Point and at the University of Central Florida in Orlando.

Equation calculator進入發燒排行的影片

探討國民小學校長領導風格對 教師組織承諾之影響：以內部行銷為干擾變項

為了解決Equation calculator的問題，作者許珮綺 這樣論述：

隨著 108 課綱上路，各校著手發展學校特色課程；而目前正值新冠COVID - 19 疫情時期，全球疫情擴散也改變學校固有課程實施模式及教育觀點。教育現場充斥著滿是壓力的教師，基於內部行銷對於學校組織的重要性，本研究從校長領導風格（轉型領導、互易領導）與教師組織承諾（組織認同、努力意願、留職意願）的角度，探討其與內部行銷（成長激勵、管理支持、教育訓練與溝通關係）之關係。 本研究採問卷調查法，以台中市公立國民小學正式教師為研究對象，進行分層隨機抽樣，發放紙本問卷500份，獲得有效問卷468份（93.6％），再以描述性統計分析研究對象基本資料情形；以皮爾森相關分析校長領導風格、內部行銷及

教師組織承諾之相關情形；以階層迴歸分析內部行銷對校長領導風格與教師組織承諾之干擾效果。最後，針對研究結果提出理論與實務之建議，供相關單位與後續研究者參考。研究結果如下：1.台中市國民小學教師在校長領導風格、內部行銷的知覺程度為中上程度；「教師組織承諾」知覺程度為良好程度。2.校長領導風格、內部行銷與教師組織承諾彼此間皆達顯著正向相關。3.校長領導風格越顯著，則教師組織承諾就越高；內部行銷越顯著，則教師組織承諾就越高。4.台中市國民小學內部行銷對校長領導風格與教師組織承諾間具有部分干擾效果。其中，「教育訓練」及「溝通關係」對校長領導風格與教師組織承諾間具有干擾效果。

Proceedings of the Third International Conference on Computing, Mathematics and Statistics (Icms2017): Transcending Boundaries,

為了解決Equation calculator的問題，作者 這樣論述：

Associate Professor Dr Liew-Kee Kor is a PhD graduate in Mathematics education. Her PhD project on the use of graphics calculator had won an award in the USM Graduate Research Exposition 2004. Since then, she has been actively researching and publishing articles on technology in mathematics educatio

n. She has presented papers at national and international conferences and has written journal articles pertaining to the use of educational technology in the teaching of mathematics. She is also actively involved in reviewing papers for journals and conferences. She has co-authored papers published

in The Encyclopedia of the Science of Learning, Cases of Mathematics Professional Development in East Asian Countries, and the ZDM Mathematics Education. She was also a regional editor and contributing author in B. Sriraman (Ed.) The first Sourcebook on Asia Research in Mathematics Education: China,

Korea, Singapore, Japan, Malaysia, and India. She has contributed a book chapter in the Student-Driven Learning Strategies for the 21st Century Classroom published by the IGI Global. She is also one of the Editors in the Proceedings of The 2nd International Conference on Computing, Mathematics and

Statistics (iCMS2015) - Bridging Research Endeavor in Computing, Mathematics and Statistics, published by Springer. Abd-Razak Ahmad is an Associate Professor at Universiti Teknologi MARA. He obtained his PhD in Corporate Failure Modeling from Leeds University, United Kingdom. He received his bachelo

r’s degree in Economics/Mathematics from Macalester College and a master’s degree in Mathematics from Eastern Michigan University, both in the United States. His main research interest is on credit risk and financial modeling and his current works involve building separate credit risk models for Mal

aysian public firms using Black-Scholes-Merton based model and building Partial Least Square based bankruptcy models for small and medium enterprises. Using analytic hierarchy process, he works on ethics based corporate social responsibility efficiency and performance models for Islamic financial in

stitutions which include Islamic banks. He is also working on the performance efficiency of Takaful firms using data enveloping analysis. He is also one of the Editors in the Proceedings of the 2nd International Conference on Computing, Mathematics and Statistics (iCMS2015) - Bridging Research Endea

vor in Computing, Mathematics and Statistics, published by Springer. Illiasaak Ahmad is currently the Head Computer Science Department, Faculty of Computer and Mathematical Sciences Universiti Teknologi MARA Cawangan Kedah. He received his Bachelor of Science (Hons.) degree in Information Technology

from Universiti Teknologi MARA and Master of Engineering (Computer Engineering) degree from Universiti Teknologi Malaysia (UTM). In 2015, he received a Fellowship Award to attend International Conference on Internet Application, Protocols and Services (NETAPP 2015) organized by Universiti Utara Mal

aysia (UUM). He has more than eight years working experience in Information Communication Technology (ICT) related industries, prior joining UiTM Cawangan Kedah. He has published papers in indexed journals and conference proceedings. He is one of the editors for The Proceedings of the 2nd Internatio

nal Conference on Computing, Mathematics and Statistics (iCMS2015) - Bridging Research Endeavor in Computing, Mathematics and Statistics, published by Springer. His current research interests include Computer Technology and Networking, High-Performance and Distributed Computing. He is a professional

member of Association for Computing Machinery (ACM). Kamarul Ariffin Mansor is currently a lecturer in the Department of Mathematical Sciences, Faculty of Computers and Mathematical Sciences, UiTM Kedah Branch Campus. He has been with UiTM Kedah since 2002. He holds a Master of Science degree in De

cision Science from Universiti Utara Malaysia (UUM) and a Bachelor of Science degree in Mathematics with a minor in Economics from University of Kentucky, USA. He is also a member of the Editorial Team Reviewer Board for Independent Journal of Management & Production (IJM&P) and Austrian Statistical

Journal (AJS). In addition, The Romanian Foundation of Business Intelligence (FRIA) has also recognize Mr Kamarul Ariffin Mansor as SEA - Practical Application of Science Member starting 1st September 2016. Mr Kamarul Ariffin Mansor specialization and interest is in statistical and decision making

analysis. However, his main research area is in Structural Equation Modeling (SEM).He is actively involved in consultancy work and instructor for training workshop, especially in statistical analysis using statistical software such as IBM SPSS Statistics, AMOS, SmartPLS and R.

研究穩定抗生物分子沾黏材料之分子結構設計、改質程序建構及生物醫學應用

為了解決Equation calculator的問題，作者唐碩禧 這樣論述：

　　自二戰時期到現在，生物惰性材料已發展超過80個年頭，科學家們已了解到利用氫鍵受體或是雙離子結構，可產生厚實的水合層來屏蔽生物分子。然而，進行生物惰性的改質時，由於表面自由能與粗糙度的影響，會讓改質劑難以良好地附著在材料表面上，並在乾燥過程中產生皺縮甚至龜裂的現象。此外，目前的化學接枝方式不但程序繁瑣又耗時，使用藥劑又對環境不友善。而更令人煩惱的是，目前絕大多數的改質劑都是使用具有酯類或是醯胺類官能基的壓克力材料，對於長時間在生物環境中使用會有水解的疑慮，進而導致使用壽命減少的風險產生。　　因此，本論文將分別著重在－改質物的附著性提升、快速化學接枝、抗水解之生物惰性結構設計等三部份進行探討

。以期望未來的生醫材料之設計與生產，能夠朝向穩定而快速的改質以及耐用來發展。　　本論文第一部份使用常壓空氣電漿進行5分鐘的表面活化，使表面氧元素增加24倍，並大幅降低改質物PS-co-PEGMA的聚集現象。而超音波微粒噴塗技術不但可精確控制改質密度達0.01 mg/cm2，且當達到0.3 mg/cm2時，表面即被改質物完整覆蓋。以此技術進行生化檢測盤改質，可提升8倍的檢測靈敏度，使試劑即便稀釋128倍，仍具有高度辨識性。　　本論文第二部份使用親水性雙離子環氧樹脂Poly(GMA-co-SBMA)搭配UV光固化技術，可使每平方公尺的PET不織布纖維薄膜僅需11.5 g的高分子，並照光不到30分鐘

，即可降低近8成的血液貼附及9成的細胞貼附。未來對於PU及PEEK的改質，或是應用在微流道及微型晶片實驗室之領域，這種一步驟快速化學接枝的清潔製程，具有相當大的應用潛力。　　本論文第三部份使用非壓克力型雙離子高分子zP(S-co-4VP)，對材料進行快速的自組裝塗佈改質。不但可降低98%的細菌與血液貼附量，且經過高溫濕式滅菌後的細菌貼附量僅上升74%，而壓克力型雙離子高分子P(S-co-SBMA)卻增加192%。這對於未來在發酵產業、反覆滅菌、長時間使用等需求來說，具有相當大的應用潛力。