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A comprehensive and updated list of notable databases and search engines for finding and accessing academic articles, books, datasets, and other resources. Compare the coverage, retrieval qualities, access costs, and providers of different services across disciplines and domains.
Nicholas Humphrey is an English neuropsychologist and author of books on evolution, consciousness, and parapsychology. He studied gorillas with Dian Fossey, discovered blindsight in monkeys, and edited the literary journal Granta.
ResearchGate is a European website that connects researchers and allows them to share papers, ask questions, and find collaborators. It has over 25 million users, mainly in medicine and biology, and features a job board, a blogging feature, and an author-level metric called RG Score.
A comprehensive and chronological table of the 45 men who have served as president of the United States since 1789, with their portraits, names, terms, parties, and vice presidents. Learn about the history, politics, and controversies of the American presidency.
A History of the Mind received positive reviews from the science journalist Marek Kohn in New Statesman and Society, [4] Francisca Goldsmith in Library Journal, [5] and from Publishers Weekly, [6] mixed reviews from the biologist Lewis Wolpert in New Scientist and the psychologist George Armitage Miller in The New York Times Book Review, [7] [8] and negative reviews from John C. Marshall in ...
Scopus is a product of Elsevier that competes with Web of Science and covers life sciences, social sciences, physical sciences and health sciences. It provides various features such as author profiles, chemical search, citation metrics and open access status, but also faces criticism for bias and predatory journals.
Mihajlo Pupin was a Serbian-American electrical engineer, physicist and inventor who invented pupin coils and won a Pulitzer Prize for his autobiography. He was also a founding member of NASA and an honorary consul of Serbia in the US.
The series is precisely the Taylor series, except that divided differences appear in place of differentiation: the series is formally similar to the Newton series. When the function f is analytic at a, the terms in the series converge to the terms of the Taylor series, and in this sense generalizes the usual Taylor series.