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Free Download Introductory Python Coding for Novices
English | Dec 2, 2025 | ISBN: 9798232610012 | 258 pages | EPUB (True) | 349.61 KB
Unlock the world of programming with "Introductory Python Coding for Novices," a comprehensive beginner's guide designed to transform absolute newcomers into confident coders. Authored by Maxwell Reed, this 2025 edition demystifies Python through a hands-on, step-by-step approach, emphasizing practical learning over theory. Whether you're a student, hobbyist, or career switcher, this book equips you with essential skills to build real-world applications, from simple scripts to interactive projects.

Free Download Introductory C++ Coding Essentials
English | Dec 2, 2025 | ISBN: 9798232993528 | 255 pages | EPUB (True) | 337.65 KB
Dive into the world of C++ with this comprehensive guide designed for beginners and aspiring developers. "Beginning C++ Programming: Modern Object-Oriented Programming and the Standard Library" equips you with essential skills to create efficient, scalable applications using one of the most powerful programming languages available today. Authored by Noah Wills, this 2025 edition starts from the fundamentals and progresses to advanced concepts, ensuring a smooth learning curve for newcomers while offering valuable insights for those with basic coding experience.

Free Download Introduction to the Baum-Connes Conjecture By Alain Valette
2002 | 99 Pages | ISBN: 3764367067 | DJVU | 1 MB
The Baum-Connes conjecture is part of A. Connes' non-commutative geometry programme. It can be viewed as a conjectural generalisation of the Atiyah-Singer index theorem, to the equivariant setting (the ambient manifold is not compact, but some compactness is restored by means of a proper, co-compact action of a group ''gamma''). Like the Atiyah-Singer theorem, the Baum-Connes conjecture states that a purely topological object coincides with a purely analytical one. For a given group ''gamma,'' the topological object is the equivariant K-homology of the classifying space for proper actions of ''gamma,'' while the analytical object is the K-theory of the C*-algebra associated with ''gamma'' in its regular representation. The Baum-Connes conjecture implies several other classical conjectures, ranging from differential topology to pure algebra. It has also strong connections with geometric group theory, as the proof of the conjecture for a given group ''gamma'' usually depends heavily on geometric properties of ''gamma.'' This book is intended for graduate students and researchers in geometry (commutative or not), group theory, algebraic topology, harmonic analysis, and operator algebras. It presents, for the first time in book form, an introduction to the Baum-Connes conjecture. It starts by defining carefully the objects in both sides of the conjecture, then the assembly map which connects them. Thereafter it illustrates the main tool to attack the conjecture (Kasparov's theory), and it concludes with a rough sketch of V. Lafforgue's proof of the conjecture for co-compact lattices in in Spn1, SL(3R), and SL(3C).

Free Download Introduction to key principles of aquaculture by Bruno Augusto Amato Borges
English | January 10, 2024 | ISBN: 177469820X | 251 pages | PDF | 122 Mb
According to FAO's (1989) proposal, aquaculture is the cultivation of aquatic organisms, such as fish, crustaceans, mollusks, and aquatic plants. Traditional stocking, feeding, and safety from predators, among other factors, are all aspects of farming widely used to boost production. Additionally, farming implies individual or corporate tenure of the farmed stock. Aquatic organisms that are exploited by people as a shared property resource with or without proper licensing are the fisheries harvest, whereas aquatic organisms that are reaped by personal or corporate bodies that owned them during their rearing duration contribute to aquaculture for statistical purposes. The utilization of living aquatic resources in a continuous system from capture to culture is what this volume on aquaculture is all about. The relationship between aquaculture, agriculture, and fisheries is examined in light of its fundamentals and potential. Aquaculture has always made use of entrenched ideas, methods, and technologies from the cultivation of terrestrial florae and faunae. Agriculture, aquaculture, and fishing all end up producing final products that compete with one another or complement one another, make use of similar technologies for processing, conservation, or marketing, and call for the same type of research. In specific chapters, the volume provides in-depth descriptions of the general principles and originality of aquaculture art.

Free Download Introduction to Special Relativity (Dover Books on Physics) by James H. Smith
English | March 22nd, 2016 | ISBN: 048668895X | 240 pages | True EPUB (Retail Copy) | 27.02 MB
By the year 1900, most of physics seemed to be encompassed in the two great theories of Newtonian mechanics and Maxwell's theory of electromagnetism. Unfortunately, there were inconsistencies between the two theories that seemed irreconcilable. Although many physicists struggled with the problem, it took the genius of Einstein to see that the inconsistencies were concerned not merely with mechanics and electromagnetism, but with our most elementary ideas of space and time. In the special theory of relativity, Einstein resolved these difficulties and profoundly altered our conception of the physical universe.

Free Download Introduction to Self-Driving Vehicle Technology (Chapman & Hall/CRC Artificial Intelligence and Robotics Series) by Hanky Sjafrie
English | December 11, 2019 | ISBN: 0367321254 | 254 pages | EPUB | 6.95 Mb
This book aims to teach the core concepts that make Self-driving vehicles (SDVs) possible. It is aimed at people who want to get their teeth into self-driving vehicle technology, by providing genuine technical insights where other books just skim the surface. The book tackles everything from sensors and perception to functional safety and cybersecurity. It also passes on some practical know-how and discusses concrete SDV applications, along with a discussion of where this technology is heading. It will serve as a good starting point for software developers or professional engineers who are eager to pursue a career in this exciting field and want to learn more about the basics of SDV algorithms. Likewise, academic researchers, technology enthusiasts, and journalists will also find the book useful.

Free Download Introduction to Propositional Logic and Set Theory (Understanding Calculus Book 1)
English | August 1, 2025 | ASIN: B0FKVTQ312 | 292 pages | Epub | 42.38 MB
This book is especially useful to students who are about to finish high school and want to properly prepare in mathematics to start college or university. The book is also suitable for those students who have already started higher education. Many of them still face barriers in learning more complex mathematical concepts and their adequate application. A flaw in understanding basic concepts is what makes them reluctant to learn more. Since the objective is to help students achieve an appropriate understanding of basic concepts, this book was written in a plain and simple language in order to make the process of acquiring the mathematical knowledge a friendly, enjoyable and accessible one even for those students who dislike mathematics. However, the simplicity of language does not sacrifice the rigor or depth of the study offered in these pages, which guarantees a satisfactory management of concepts. Students are not required to have math skills; the only requirement is to be interested in learning. In the three chapters that make up this text, we address the building blocks of Calculu s or Mathematical Analysis . We start with Propositional Logic , which provides the language, the logical reasoning, and training on how to properly address mathematical proofs. This chapter is followed by an introduction to Set Theory where we develop a body of concepts that are used in the definition of many fundamental concepts of Calculus such as Function . This book ends with the study of the real number system which is addressed from an axiomatic approach. Throughout the study we offer examples to illustrate all the concepts that we discuss. Furthermore, we propose several sets of exercises to be solved by the students. The answers to those exercises are offered at the end of each chapter. The level of difficulty of such exercises varies from the most elementary level to a moderate level, since the main goal of this book is to help students to properly learn these basic concepts and not to test their mathematical skills. Once the students have completed the study of all the concepts discussed in this book, they will be able to approach with a solid base, and with confidence, the study of the concepts of Calculus such as functions, limits, continuity, derivation, and integration, which will be discussed in upcoming books by this same author. Read more

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Free Download Introduction to Neutrosophic Logic By Charles Ashbacher
2002 | 145 Pages | ISBN: 1931233608 | PDF | 1 MB
Neutrosophic Logic was created by Florentin Smarandache (1995) and is an extension / combination of the fuzzy logic, intuitionistic logic, paraconsistent logic, and the three-valued logics that use an indeterminate value.Definition of Neutrosophic Logic:Let T, I, F be standard or non-standard real subsets of the non-standard unit interval ]-0, 1+[,with sup T = t_sup, inf T = t_inf,sup I = i_sup, inf I = i_inf,sup F = f_sup, inf F = f_inf,and n_sup = t_sup+i_sup+f_sup,n_inf = t_inf+i_inf+f_inf.Of course, -0 <= n_inf <= n_sup <= 3+.A logic in which each proposition is estimated to have the percentage of truth in a subset T,the percentage of indeterminacy in a subset I, and the percentage of falsity in a subset F,where T, I, F are defined above, is called Neutrosophic Logic.The sets T, I, F are not necessarily intervals, but may be any real sub-unitary subsets: discrete or continuous; single-element, finite, or (countable or uncountable) infinite; union or intersection of various subsets; etc.They may also overlap. The real subsets could represent the relative errors in determining t, i, f (in the case when the subsets T, I, F are reduced to points).Statically T, I, F are subsets. But dynamically, looking therefore from another perspective, the components T, I, F are at each instance dependant on many parameters, and therefore they can be considered set-valued vector functions or even operators.T, I, and F are called neutrosophic components, representing the truth, indeterminacy, and falsehood values respectively referring to neutrosophy, neutrosophic logic, neutrosophic set, neutrosophic probability, neutrosophic statistics.This representation is closer to the reasoning of the human mind. It characterizes / catches the imprecision of knowledge or linguistic inexactitude perceived by various observers (that's why T, I, F are subsets - not necessarily single-elements), uncertainty due to incomplete knowledge or acquisition errors or stochasticity (that's why the subset I exists),and vagueness due to lack of clear contours or limits (that's why T, I, F are subsets and I exists; in particular for the appurtenance to the neutrosophic sets).The advantage of using neutrosophic logic is that this logic distinguishes between relative truth, that is a truth in one or a few worlds only, noted by NL(relative truth)=1, and absolute truth, that is a truth in all possible worlds, noted by NL(absolute truth)=1+. And similarly, neutrosophic logic distinguishes between relative falsehood, noted by 0, and absolute falsehood, noted by -0.In neutrosophic logic the sum of components is not necessarily 1 as in classical and fuzzy logic, but any number between -0 and 3+, and this allows the neutrosophic logic to be able to deal with paradoxes, propositions which are true and false in the same time: thus NL(paradox)=(1, I, 1); fuzzy logic can not do this because in fuzzy logic the sum of components has to be 1.[/center]

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Dl4All is download free for all software and educational resource. With a little searching, you can download what you need for free without spending any money.

Dl4All - Download free For All: software and educational resource.

Introductory Python Coding for Novices

Introductory C++ Coding Essentials

Introduction to the Baum-Connes Conjecture

Introduction to key principles of aquaculture

Introduction to Witchcraft Thirteen Lessons in the Practice of Magic

Introduction to Vectors and Tensors

Introduction to Special Relativity (Dover Books on Physics)

Introduction to Self-Driving Vehicle Technology (Chapman & HallCRC Artificial Intelligence and Robotics Series)

Introduction to Propositional Logic and Set Theory (Understanding Calculus Book 1)

Introduction to Neutrosophic Logic