Thư viện số
Giáo trình, tài liệu tham khảo và tài nguyên học tập mở.
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Histoires d'Avenirs: Science-fiction pour le cours de français niveaux intermédiaire et avancé
Annabelle Dolidon and Stéphanie Roulon · Portland State University
Histoires d'Avenirs est un manuel basé sur neuf nouvelles de science fiction française qui s'adresse à un public d'apprenants étrangers (de niveaux intermédiaire et avancé) mais aussi à un public natif voulant approfondir ses connaissances de la science-fiction moderne - après un chapitre préliminaire qui rappelle les bases historiques du genre.
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Differential Equations for Engineers
Jiří Lebl · Oklahoma State University
A one semester first course on differential equations, aimed at engineering students. This course covers techniques of solving ordinary differential equations including exact, separable, and linear equations; integrating factors; the method of undetermined coefficients; variation of parameters; Laplace transforms; series solutions; systems of differential equations; and applications.
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History and Science of Cultivated Plants
Sushma Naithani · Oregon State University
History and Science of Cultivated Plants narrates how humans transitioned from foragers to farmers and have arrived at present-day industrial agriculture-based civilization. It entails myths, historical accounts, and scientific concepts to describe how human efforts have shaped and produced easier to grow, larger, tastier, and more nutritious fruits, vegetables, and grains from wild plants.
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MSU: CHMY 362 Elements of Physical Chemistry
Jane Klassen · Montana State University in Bozeman
LibreTexts
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Remote Sensing
Ander Knudby · University of Ottawa
This introductory book on Remote Sensing is intended to be the equivalent of a textbook for an undergraduate-level university course.
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CHEM 342: Physical Chemistry II
Kathryn Davis · Manchester University
Principles of chemical thermodynamics and statistical thermodynamics, with application to pure substances and mixtures. It also applies the principles of chemical kinetics and dynamic equilibrium theory to a variety of chemical applications, including electrochemistry and spectroscopy.
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Introduction to Climate Science
Andreas Schmittner · Oregon State University
This book describes how Earth's climate is changing, how it has been changing in the recent geological past and how it may change in the future. It covers the physical sciences that build the foundations of our current understanding of global climate change such as radiation, Earth's energy balance, the greenhouse effect and the carbon cycle. Both natural and human causes for climate change are discussed. Impacts of climate change on natural and human systems are summarized.
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BIO 300: Introduction to Genetics
Cheneir Neely · cneely
BIO 300: Introduction to Genetics at Clinton College is an undergraduate biology course that introduces students to the fundamental principles of heredity, molecular genetics, and gene expression. The course examines the chemical structure and organization of DNA and chromosomes, the flow of genetic information through the central dogma, the causes and consequences of genetic mutations, and patterns of Mendelian and non-Mendelian inheritance, including sex-linked traits.
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CHE 205 - Heffern
Marie Heffern · University of California, Davis
LibreTexts
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MSU: General Chemistry
Metropolitan State University of Denver · LibreTexts
LibreTexts
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Earth Science
Lumen Learning · LibreTexts
This Earth science textbook surveys Earth as an interconnected system, covering minerals, rocks, plate tectonics, volcanoes, earthquakes, oceans, water resources, deserts, and glaciers. It places Earth processes in geologic time and extends to the atmosphere, weather, climate change, astronomy, stellar evolution, and the solar system, emphasizing the dynamic interactions shaping our planet and its environment.
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Math 370: Precalculus
Carl Stitz & Jeff Zeager · Lakeland Community College & Lorain County Community College
This course improves upon the foundational mathematics and critical thinking skills required in the calculus sequence for STEM majors. Course content includes a rigorous treatment of the properties of polynomial, rational, exponential, logarithmic, and trigonometric functions. Additional topics include systems of linear and non-linear equations and inequalities, conic sections, sequences and series, analytic geometry, vectors, parametric equations, and polar equations.
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Introduction to the Modeling and Analysis of Complex Systems
Hiroki Sayama · Binghamton University, State University of New York
Introduction to the Modeling and Analysis of Complex Systems introduces students to mathematical/computational modeling and analysis developed in the emerging interdisciplinary field of Complex Systems Science. Complex systems are systems made of a large number of microscopic components interacting with each other in nontrivial ways.
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Developmental Planning in Preschool & Kindergarten
Amber Tankersley · Pittsburg State University
LibreTexts
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Variational Principles in Classical Mechanics
Douglas Cline · University of Rochester
This text emphasizes the important philosophical advantages of using variational principles, rather than the vectorial approach adopted by Newton, and attempts to bridge the chasm that exists between the approaches used in classical and quantam physics.
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Calculus
Gilbert Strang & Edwin Herman · MIT & University of Wisconsin-Stevens Point
The text guides students through the core concepts of calculus and helps them understand how those concepts apply to their lives and the world around them.
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Abstract Algebra: Theory and Applications
Thomas W. Judson · Stephen F. Austing State University
This is an open source textbook designed to teach the principles and theory of abstract algebra to college juniors and seniors in a rigorous manner. Its strengths include a wide range of exercises, both computational and theoretical, plus many nontrivial applications. The first half of the book presents group theory, through the Sylow theorems. The second-half is suitable for a second semester and presents rings, integral domains, Boolean algebras, vector spaces, and fields, concluding with Galo
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CHE 1800 General Chemistry I
LibreTexts
LibreTexts
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FHC_Interactive_Calculus_1A
Jennifer Sinclair · Foothill College
Introduction to differential calculus, including limits, derivatives and their applications to curve-sketching, families of functions, and optimization. Includes polar and parametric equations.
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The Science of Sleep
Sheryl Shook · Kapi'olani Community College
The Science of Sleep teaches us the vital importance of sleep and how it determines our mental and physical health. It explores the neuroscience of sleep and cultural, social, and political aspects of how people view sleep and are affected by sleep.