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105 tulosta hakusanalla Azmy Soul
Classical and Modern Numerical Analysis
Azmy S. Ackleh; Edward James Allen; R. Baker Kearfott; Padmanabhan Seshaiyer
Chapman Hall/CRC
2009
sidottu
Classical and Modern Numerical Analysis: Theory, Methods and Practice provides a sound foundation in numerical analysis for more specialized topics, such as finite element theory, advanced numerical linear algebra, and optimization. It prepares graduate students for taking doctoral examinations in numerical analysis.The text covers the main areas of introductory numerical analysis, including the solution of nonlinear equations, numerical linear algebra, ordinary differential equations, approximation theory, numerical integration, and boundary value problems. Focusing on interval computing in numerical analysis, it explains interval arithmetic, interval computation, and interval algorithms. The authors illustrate the concepts with many examples as well as analytical and computational exercises at the end of each chapter.This advanced, graduate-level introduction to the theory and methods of numerical analysis supplies the necessary background in numerical methods so that students can apply the techniques and understand the mathematical literature in this area. Although the book is independent of a specific computer program, MATLAB® code is available on the authors' website to illustrate various concepts.
A surgeon may possess outstanding surgical skills but for him to be qualified as a good doctor he needs to be able to identify himself and empathise with the patient. Such an excellent surgeon was Pesi. His patient was his topmost priority. He was available for the patient round the clock. Once he was called out at four in the morning to attend to me and he came. Although a General Surgeon, he never shied away from performing complicated specialised surgeries. This book is a tribute to Pesi's work by his daughter Azmy.
Differential and Difference Equations in Mathematical Biology
Azmy S. Ackleh; Hongying Shu; Xiang-Sheng Wang
TAYLOR FRANCIS LTD
2026
sidottu
Differential and Difference Equations in Mathematical Biology introduces graduate and senior undergraduate students to differential and difference equations as tools for modeling biological phenomena. The book presents fundamental theory as well as recent research developments concerning the local and global analysis of continuous and discrete dynamical systems in mathematical biology. In addition to serving as a teaching text, the book is also valuable to researchers as both a reference and an introduction to the subject. Features Includes numerous exercises and examples Can serve as a primary textbook or as supplementary reading for advanced undergraduate or graduate courses in differential equations, dynamical systems, mathematical biology, and mathematical modeling Integrates research tools from ordinary differential equations (ODEs), delay differential equations (DDEs), partial differential equations (PDEs), and difference equations (DEs) in a single volume.
Differential and Difference Equations in Mathematical Biology
Azmy S. Ackleh; Hongying Shu; Xiang-Sheng Wang
TAYLOR FRANCIS LTD
2026
nidottu
Differential and Difference Equations in Mathematical Biology introduces graduate and senior undergraduate students to differential and difference equations as tools for modeling biological phenomena. The book presents fundamental theory as well as recent research developments concerning the local and global analysis of continuous and discrete dynamical systems in mathematical biology. In addition to serving as a teaching text, the book is also valuable to researchers as both a reference and an introduction to the subject. Features Includes numerous exercises and examples Can serve as a primary textbook or as supplementary reading for advanced undergraduate or graduate courses in differential equations, dynamical systems, mathematical biology, and mathematical modeling Integrates research tools from ordinary differential equations (ODEs), delay differential equations (DDEs), partial differential equations (PDEs), and difference equations (DEs) in a single volume.
A kid's alphabet book. Your imagination is the only limit to learning the alphabet with these animal antics. The letters are creatively matched with colorful eye catching illustrations of animals in the midst of shenanigans. Layers of learning: focus on letters, then words and silly concepts create fun. In last pages use the compilation scene to find and identify all 26 animals.
Finite Element Analysis on Badminton Racket Design Parameters
Fakhrizal Azmy Nasruddin; Muhamad Noor Harun; Ardiyansyah Syahrom; Mohammed Rafiq Abdul Kadir; Abdul Hafidz Omar; Andreas Öchsner
Springer International Publishing AG
2015
nidottu
This work identifies the characteristics of racket design parameters that influence racket performance. It presents the finite element analysis of several designs of badminton rackets and compares them to experimental results for validation. Designing a racket requires a comprehensive understanding of racket performance characteristics. Essentially, racket performance is related to the sweet spot, which is the spot on the racket head that produces the most power and control when it strikes a shuttlecock. Determining a coefficient of restitution can help to identify the sweet spot on a racket. By analyzing several head shape designs, it becomes apparent that isometric head shape rackets produce better coefficients of restitution compared to oval and round ones. It is recommended that the racket design consist of low string tension, stiffer racket shafts and bigger head size in order to produce higher shuttlecock speed.
Nuclear engineering has undergone extensive progress over the years. In the past century, colossal developments have been made and with specific reference to the mathematical theory and computational science underlying this discipline, advances in areas such as high-order discretization methods, Krylov Methods and Iteration Acceleration have steadily grown. Nuclear Computational Science: A Century in Review addresses these topics and many more; topics which hold special ties to the first half of the century, and topics focused around the unique combination of nuclear engineering, computational science and mathematical theory. Comprising eight chapters, Nuclear Computational Science: A Century in Review incorporates a number of carefully selected issues representing a variety of problems, providing the reader with a wealth of information in both a clear and concise manner. The comprehensive nature of the coverage and the stature of the contributing authors combine to make this a unique landmark publication. Targeting the medium to advanced level academic, this book will appeal to researchers and students with an interest in the progression of mathematical theory and its application to nuclear computational science.
Nuclear engineering has undergone extensive progress over the years. In the past century, colossal developments have been made and with specific reference to the mathematical theory and computational science underlying this discipline, advances in areas such as high-order discretization methods, Krylov Methods and Iteration Acceleration have steadily grown. Nuclear Computational Science: A Century in Review addresses these topics and many more; topics which hold special ties to the first half of the century, and topics focused around the unique combination of nuclear engineering, computational science and mathematical theory. Comprising eight chapters, Nuclear Computational Science: A Century in Review incorporates a number of carefully selected issues representing a variety of problems, providing the reader with a wealth of information in both a clear and concise manner. The comprehensive nature of the coverage and the stature of the contributing authors combine to make this a unique landmark publication. Targeting the medium to advanced level academic, this book will appeal to researchers and students with an interest in the progression of mathematical theory and its application to nuclear computational science.
كل منا يجب أن يحرص على سلامته وسلامة المحيطين به، معًا نستمتع ونتعلم كيف يساعد الأخ أخته الصغيرة.معايير التعلم... من خلال القصة يتعرف المتعلم على ٠ مفاهيم السلامة والأمان.نواتج التعلم... يكتسب الطفل المهارات التالية ٠ يتعلم كيف يتحرى السلامة عند النظر من النوافذ والشرفات، وعند استخدام السلم. ٠ يتعلم الطفل عدم اللعب بالكهرباء أو النار وكيف يتجنب ضربة الشمس.٠ يتحرى الحذر عند المشي على الأماكن المبللة.٠ التعرف على إشارة المرور وطريقة عبور الشارع.٠ يتعلم الطفل الاحتراز مع الغرباء.* يستخدم الطفل كل ما تعلمه من مفاهيم السلامة والأمان كي يعيش في بيئة خالية من الأخطار، ويتعود على تحمل مسؤولية أفعاله وتصرفاته.* القصة تكـشف، وتنمي الذكاء المكاني البصري، الذاتي.
البيئة هي بيتنا الكبير، مع الأصدقاء الصغار نتعرف على الأشياء التي تنفع البيئة أو تضرها.نواتج التعلم... يكتسب الطفل المهارات التالية ٠ القدرة على التميز بين البيئة النظيفة والبيئة الملوثة.٠ التعرف على الأشياء التي تضر بالبيئة.٠ التعرف على التأثير الضار للتلوث على البيئة. ٠ التعرف على التأثير الجيد للنظافة على البيئة.٠ المحافظة على البيئة من حوله.* يستخدم الطفل هذه المعارف كي يعيش في بيئة صحية وسليمة.* القصة تكـشف، وتنمي الذكاء الذاتي الفردي، المكاني البصري.
نغمات وأصوات
Safa Azmy
Wahat Alhekayat
2023
nidottu
نغمات وأصوات لِكُلِّ حرف مدّ جُملة شِعرية... معًا نتعلّمُ الحروف (28 حرفا)، وحُروف المدِّ (ا و ي). نستمِعُ إلى جُملٍ شِعريّة (28 جملة)، ونردد بِصورةٍ جماعيَّة، ونحفظُ كلَّ يومٍ حرفًا ممدودًا، وأغنية.
تدريبات الحروف - المستوى الأول
Safa Azmy
Wahat Alhekayat
2022
pokkari
يتعرف الطفل من خلال الكتاب على صوت وشكل وطريقة كتابة الحرف.الكتاب يشتمل على 28 حرفا، 200 صورة، 200 كلمة.الحروف مقسمة إلى سبع مجموعات، كل مجموعة 4 حروف ( لها نفس اللون).يكتسب مفردات جديدة من خلال مجموعة من الرسوم الواضحة والصور المعبرة.يميز شكل الحرف ويكتبه أول، وسط، ونهاية الكلمة.في نهاية كل مجموعة لونية (مكونة من 4 حروف) توجد 4 صفحات للمراجعة والتقييم، من خلالها يتمكن الطفل من إدراك وتمييز وتطبيق ما تعلمه، كما يتمكن المعلم من تقييم استيعاب وأداء الطالب.