Ph D Santos (41 results)

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School and Library Binding. Condition: Brand New. Forlati, Anna (illustrator). 40 pages. French language. 11.00x8.50x0.10 inches. In Stock.

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Condition: New. &Uumlber den AutorSantos C. Vega is a professor emeritus at the Hispanic Research Center, Arizona State University. He served several years on the board of directors of the Arizona Historical Society CAD, Tempe Preservation Commission, .

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Condition: Hervorragend. Zustand: Hervorragend | Sprache: Englisch | Produktart: Bücher | In Euclidean Geometry, the simplest and best known figures are studied, such as: straight lines, squares, circles, cones, pyramids, among others. In this context, many phenomena and shapes are found in nature, which cannot be explained in the conventional mathematical molds, requiring a special theory to explain and characterize them, known as fractal geometry. According to (TRICOT, 1955) fractal means "broken", which are geometric shapes with some special characteristics that define and distinguish them from other shapes, such as self-similarity at different levels of scale. Currently, fractal geometry, especially the fractal dimension, has been used in several areas of knowledge, such as the study of chaotic systems, image analysis and pattern recognition, texture analysis, among others. This book presents numerical simulation along with mathematical concepts with object oriented programming languages, allowing the topological representation of fractals.

Softcover. Condition: gut. 2023. Numerical Modelling and Simulation of Fractals in C++ In deutscher Sprache. pages.

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Paperback. Condition: new. Paperback. 46 YEARS and Still in Love is more than a marriage memoir - it is a living testimony of God's covenant love, faithfulness, and grace across nearly half a century. In a world where long marriages are rare and cultural tides constantly erode the foundations of family, James Langston and his wife, Cecilia, have chosen each other day after day for over four decades. Their story is not one of perfection, but of perseverance; not of flawless romance, but of covenant faith; not of cultural applause, but of spiritual endurance.With warmth, honesty, and biblical conviction, Pastor and author James Langston invites readers into the journey of his 46-year marriage - a journey filled with victories and valleys, laughter and tears, forgiveness and growth. Through narrative-driven reflections, devotional insights, and practical wisdom, 46 YEARS and Still in Love shows how two ordinary people, anchored in an extraordinary God, can build a marriage that not only survives but thrives.Each chapter unfolds a crucial theme for modern marriages: God's Original Design: Marriage as covenant, not contractLove Beyond the Altar: Wooing should never stop at "I do"Why Marriages Fail: Lessons from history, data, and ScriptureWhy Marriages Succeed: Building on rock, not sandCommunication, Trust, and Intimacy: Foundations that weather every seasonInterracial Marriage: From taboo to testimonyThe Pressure of Culture: When society says one thing, God says anotherTrials, Temptations, and Triumphs: Standing strong when the storms comeLeaving a Legacy: Teaching the next generation covenant loveThrough biblical couples like Aquila and Priscilla, Hosea and Gomer, and modern-day testimonies, Langston demonstrates that culture may shift, storms may rage, and seasons may change - but marriages rooted in Christ can endure. Along the way, he challenges cultural myths about happiness, warns against the dangers of comparison in the social media age, and calls couples to reject consumerism in favor of covenant sacrifice.This is not just a book for seasoned husbands and wives who want to refresh their vows of love. It is also for young couples preparing for marriage, those who are newly engaged, and anyone longing to know whether love can truly last a lifetime. In a devotional, conversational tone, Langston combines biblical truth, personal experience, and pastoral counsel to encourage readers: God's blueprint for marriage still works. Forgiveness still heals. Faithfulness still speaks louder than fleeting feelings.At its heart, 46 YEARS and Still in Love is a love story with three strands: husband, wife, and Christ. Just as Scripture says, "A threefold cord is not quickly broken" (Ecclesiastes 4:12). It is a reminder that what God ordains, He sustains - through every trial, temptation, and triumph.Whether you are struggling in your marriage, thriving but wanting to grow deeper, or searching for wisdom to build a strong foundation, this book will speak to your heart. It does not parade a perfect story, but offers a proven one: two people, deeply imperfect yet wholly committed, who discovered that faithful love is God's greatest witness.46 YEARS and Still in Love will inspire you, challenge you, and remind you that real love - anchored in Christ - can endure for a lifetime, and beyond. This item is printed on demand. Shipping may be from our UK warehouse or from our Australian or US warehouses, depending on stock availability.

PAP. Condition: New. New Book. Shipped from UK. THIS BOOK IS PRINTED ON DEMAND. Established seller since 2000.

PAP. Condition: New. New Book. Delivered from our UK warehouse in 4 to 14 business days. THIS BOOK IS PRINTED ON DEMAND. Established seller since 2000.

Taschenbuch. Condition: Neu. This item is printed on demand - it takes 3-4 days longer - Neuware -In Euclidean Geometry, the simplest and best known figures are studied, such as: straight lines, squares, circles, cones, pyramids, among others. In this context, many phenomena and shapes are found in nature, which cannot be explained in the conventional mathematical molds, requiring a special theory to explain and characterize them, known as fractal geometry. According to (TRICOT, 1955) fractal means 'broken', which are geometric shapes with some special characteristics that define and distinguish them from other shapes, such as self-similarity at different levels of scale. Currently, fractal geometry, especially the fractal dimension, has been used in several areas of knowledge, such as the study of chaotic systems, image analysis and pattern recognition, texture analysis, among others. This book presents numerical simulation along with mathematical concepts with object oriented programming languages, allowing the topological representation of fractals. 152 pp. Englisch.

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Taschenbuch. Condition: Neu. nach der Bestellung gedruckt Neuware - Printed after ordering - In Euclidean Geometry, the simplest and best known figures are studied, such as: straight lines, squares, circles, cones, pyramids, among others. In this context, many phenomena and shapes are found in nature, which cannot be explained in the conventional mathematical molds, requiring a special theory to explain and characterize them, known as fractal geometry. According to (TRICOT, 1955) fractal means 'broken', which are geometric shapes with some special characteristics that define and distinguish them from other shapes, such as self-similarity at different levels of scale. Currently, fractal geometry, especially the fractal dimension, has been used in several areas of knowledge, such as the study of chaotic systems, image analysis and pattern recognition, texture analysis, among others. This book presents numerical simulation along with mathematical concepts with object oriented programming languages, allowing the topological representation of fractals.

Taschenbuch. Condition: Neu. This item is printed on demand - it takes 3-4 days longer - Neuware -En la Geometría Euclidiana se estudian las figuras más simples y conocidas, tales como: rectas, cuadrados, círculos, conos, pirámides, entre otras. En este contexto, se encuentran muchos fenómenos y formas en la naturaleza, que no pueden ser explicados en los caminos de la matemática convencional, por lo que es necesaria una teoría especial para explicarlos y caracterizarlos, conocida como geometría fractal. Según (TRICOT, 1955) fractal significa 'roto', que son formas geométricas con algunas características especiales que las definen y distinguen de otras formas, como la autosimilitud a diferentes niveles de escala. Actualmente, la geometría fractal, especialmente la dimensión fractal, ha sido utilizada en diversas áreas del conocimiento, como el estudio de sistemas caóticos, análisis y reconocimiento de patrones de imágenes, análisis de texturas, entre otros. Este libro presenta simulación numérica junto a conceptos matemáticos con lenguajes de programación orientados a objetos, permitiendo la representación topológica de fractales. 152 pp. Spanisch.

PAP. Condition: New. New Book. Shipped from UK. THIS BOOK IS PRINTED ON DEMAND. Established seller since 2000.

PAP. Condition: New. New Book. Delivered from our UK warehouse in 4 to 14 business days. THIS BOOK IS PRINTED ON DEMAND. Established seller since 2000.

Taschenbuch. Condition: Neu. nach der Bestellung gedruckt Neuware - Printed after ordering - En la Geometría Euclidiana se estudian las figuras más simples y conocidas, tales como: rectas, cuadrados, círculos, conos, pirámides, entre otras. En este contexto, se encuentran muchos fenómenos y formas en la naturaleza, que no pueden ser explicados en los caminos de la matemática convencional, por lo que es necesaria una teoría especial para explicarlos y caracterizarlos, conocida como geometría fractal. Según (TRICOT, 1955) fractal significa 'roto', que son formas geométricas con algunas características especiales que las definen y distinguen de otras formas, como la autosimilitud a diferentes niveles de escala. Actualmente, la geometría fractal, especialmente la dimensión fractal, ha sido utilizada en diversas áreas del conocimiento, como el estudio de sistemas caóticos, análisis y reconocimiento de patrones de imágenes, análisis de texturas, entre otros. Este libro presenta simulación numérica junto a conceptos matemáticos con lenguajes de programación orientados a objetos, permitiendo la representación topológica de fractales.

Taschenbuch. Condition: Neu. This item is printed on demand - it takes 3-4 days longer - Neuware -Dans la géométrie euclidienne, on étudie les figures les plus simples et les plus connues, telles que : les lignes droites, les carrés, les cercles, les cônes, les pyramides, entre autres. Dans ce contexte, on trouve dans la nature de nombreux phénomènes et formes qui ne peuvent être expliqués par les méthodes des mathématiques conventionnelles, ce qui nécessite une théorie spéciale pour les expliquer et les caractériser, connue sous le nom de géométrie fractale. Selon (TRICOT, 1955) fractale signifie 'brisé', ce sont des formes géométriques avec certaines caractéristiques spéciales qui les définissent et les distinguent d'autres formes, comme l'auto-similarité à différents niveaux d'échelle. Actuellement, la géométrie fractale, en particulier la dimension fractale, a été utilisée dans plusieurs domaines de connaissance, tels que l'étude des systèmes chaotiques, l'analyse et la reconnaissance des motifs d'images, l'analyse de texture, entre autres. Ce livre présente la simulation numérique ainsi que des concepts mathématiques avec des langages de programmation orientés objet, permettant la représentation topologique des fractales. 156 pp. Französisch.

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