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  • Fundamental Checkmates
    Fundamental Checkmates


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  • Fundamental Neuroscience
    Fundamental Neuroscience

    The fourth edition of Fundamental Neuroscience reinvents itself as an engrossing and comprehensive presentation of the discipline of neuroscience, from molecules to cognition.Thorough but succinct, and lavishly illustrated, the book builds from an introductory section that includes fundamental neuroanatomy and goes on to cover cellular and molecular neuroscience, development, sensory systems, motor systems, regulatory systems, and behavioral and cognitive neuroscience.The book has been retooled to better serve its audience in the neuroscience and medical communities. The chapters include more than 100 boxes describing clinical conditions, techniques, and other special topics.Each chapter went through a thorough review process, giving the book an evenness of tone.The chapters are authored by outstanding working scientists who are experts on the topics they cover.

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  • Fundamental Existentialism
    Fundamental Existentialism


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  • Fundamental Astronomy
    Fundamental Astronomy

    Now in its sixth edition, this successful undergraduate textbook gives a well-balanced and comprehensive introduction to the topics of classical and modern astronomy.While emphasizing both the astronomical concepts and the underlying physical principles, the text provides a sound basis for more profound studies in the astronomical sciences.The chapters on galactic and extragalactic astronomy as well as cosmology were extensively modernized in the previous edition.In this new edition they have been further revised to include more recent results.The long chapter on the solar system has been split into two parts: the first one deals with the general properties, and the other one describes individual objects.A new chapter on exoplanets has been added to the end of the book next to the chapter on astrobiology. In response to the fact that astronomy has evolved enormously over the last few years, only a few chapters of this book have been left unmodified. Long considered a standard text for physical science majors, Fundamental Astronomy is also an excellent reference and entrée for dedicated amateur astronomers.For their benefit the introductory chapter has been extended to give a brief summary of the different types of celestial objects

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  • Were there fundamental errors in the history of mathematics?

    Yes, there have been fundamental errors in the history of mathematics. One famous example is the case of Euclid's fifth postulate, which was later shown to be independent of the other postulates in Euclidean geometry. This led to the development of non-Euclidean geometries. Additionally, there have been instances of incorrect proofs and assumptions made by mathematicians throughout history, which have later been corrected or disproven. These errors have often led to advancements in the field as mathematicians work to correct and improve upon previous work.

  • Why are sets the most fundamental objects in mathematics?

    Sets are the most fundamental objects in mathematics because they provide the foundation for all other mathematical concepts. Everything in mathematics can be defined in terms of sets, and all mathematical structures, such as numbers, functions, and relations, can be represented as sets. Sets also allow for precise definitions and clear reasoning, making them essential for building the logical framework of mathematics. Additionally, sets are versatile and can be used to represent a wide range of mathematical ideas, making them a fundamental tool for organizing and studying mathematical concepts.

  • What are fundamental rights?

    Fundamental rights are basic human rights that are considered essential for the development and well-being of individuals. These rights are typically enshrined in a country's constitution or international treaties and are meant to protect individuals from government interference and ensure their dignity and freedom. Fundamental rights often include the right to life, liberty, equality, and freedom of speech, religion, and assembly. They are considered fundamental because they are seen as necessary for a just and democratic society.

  • What is fundamental biology?

    Fundamental biology is the study of the basic principles and processes that govern living organisms. It focuses on understanding the fundamental concepts of life, such as cell structure, genetics, evolution, and ecology. By studying fundamental biology, scientists can gain insights into how living organisms function and interact with their environment, providing a foundation for more advanced research in fields such as genetics, medicine, and conservation.

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  • Data Mining and Machine Learning : Fundamental Concepts and Algorithms
    Data Mining and Machine Learning : Fundamental Concepts and Algorithms

    The fundamental algorithms in data mining and machine learning form the basis of data science, utilizing automated methods to analyze patterns and models for all kinds of data in applications ranging from scientific discovery to business analytics.This textbook for senior undergraduate and graduate courses provides a comprehensive, in-depth overview of data mining, machine learning and statistics, offering solid guidance for students, researchers, and practitioners.The book lays the foundations of data analysis, pattern mining, clustering, classification and regression, with a focus on the algorithms and the underlying algebraic, geometric, and probabilistic concepts.New to this second edition is an entire part devoted to regression methods, including neural networks and deep learning.

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  • The Fundamental Component
    The Fundamental Component


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  • THE Phantom Fundamental
    THE Phantom Fundamental


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  • Fundamental Chess Tactics
    Fundamental Chess Tactics


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  • What is a fundamental solution?

    A fundamental solution is a particular type of solution to a differential equation that serves as a building block for finding other solutions. It is often used to represent the influence of a point source or impulse in a system. Fundamental solutions are typically used in the context of partial differential equations to find general solutions by convolving the fundamental solution with a given forcing function.

  • Should fundamental rights be abolished?

    No, fundamental rights should not be abolished. These rights are essential for protecting the individual freedoms and liberties of all people. They provide a framework for ensuring equality, justice, and the rule of law in society. Abolishing fundamental rights would undermine the foundation of a democratic and fair society, and could lead to widespread injustice and oppression. Instead, efforts should be made to uphold and protect these rights for all individuals.

  • What are restricted fundamental rights?

    Restricted fundamental rights are those rights that are subject to certain limitations or restrictions imposed by the government in order to protect public interest, national security, or the rights of others. These restrictions are often necessary in a democratic society to balance individual freedoms with the needs of the community. Examples of restricted fundamental rights include limitations on freedom of speech to prevent hate speech or incitement to violence, restrictions on the right to privacy in cases of national security, and limitations on the right to assembly to prevent public disorder.

  • Are fundamental rights still important?

    Yes, fundamental rights are still important as they form the foundation of a democratic society and ensure that individuals are protected from government abuse of power. These rights guarantee essential freedoms such as freedom of speech, religion, and assembly, as well as the right to a fair trial and privacy. Upholding fundamental rights is crucial in promoting equality, justice, and the dignity of all individuals in society.

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