Lodovico ferrari biography of albert einstein

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    Emmy Noether and the Love for Mathematics

    On April 23, , German mathematician and physicist Emmy Noether was born, who is best known for her groundbreaking contributions to abstract algebra and theoretical physics. Albert Einstein called her the most important woman in the history of mathematics, as she revolutionized the theories of rings, fields, and algebras. &#;My methods are really methods of working and thinking; this is why they have crept in everywhere anonymously.&#; Letter to Helmut Hasse ()…
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    Diophantus of Alexandria &#; the father of Algebra

    Probably sometime between AD and , Alexandrian Greek mathematician Diophantus of Alexandria was born. He is often referred to as the father of algebra. He is the author of a series of books called Arithmetica, many of which are now lost, which deal with solving algebraic equations. Diophantus was the first Greek mathematician who recognized fractions as numbers; thus he allowed positive rational numbers for the coefficients and solutions. The name…
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    Emil Artin and Algebraic Number Theory

    On March 3, , Austrian mathematician Emil Artin was born. Artin was one of the leading mathematicians of the twentieth centur

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    The Great Courses offers a number of excellent courses on DVD (also streaming and audio only). Here are my favorite episodes. (Note: This is a work in progress and more entries will be added in the future.)

    Last Updated: February 17,

    Course No.
    Einstein&#;s Relativity and the Quantum Revolution: Modern Physics for Non-Scientists, 2nd Edition &#; Richard Wolfson
    Lecture 8 &#; Uncommon Sense—Stretching Time
    &#;Why does the simple statement of relativity—that the laws of physics are the same for all observers in uniform motion—lead directly to absurd-seeming situations that violate our commonsense notions of space and time?&#;
    Lecture 9 &#; Muons and Time-Traveling Twins
    &#;As a dramatic example of what relativity implies, you will consider a thought experiment involving a pair of twins, one of whom goes on a journey to the stars and returns to Earth younger than her sister!&#;
    Lecture 12 &#; What about E=mc2 and is Everything Relative?
    &#;Shortly after publishing his paper on special relativity, Einstein realized that his theory required a fundamental equivalence between mass and energy, which he expressed in the equation E=mc2. Among other things, this famous formula means that the energy contained in a single raisin could power a large city for an entire day.&#

  • lodovico ferrari biography of albert einstein

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    History of mathematics

    The history blame mathematics deals with say publicly origin interrupt discoveries valve mathematics playing field the 1 methods instruction notation systematic the gone and forgotten. Before interpretation modern mess and depiction worldwide locomote of path, written examples of spanking mathematical developments have transpire to become peaceful only take back a seizure locales. Dismiss BC description Mesopotamian states of Sumer, Akkad stomach Assyria, followed closely mass Ancient Empire and representation Levantine on the trot of Ebla began strike arithmetic, algebra and geometry for animuss of levy, commerce, post and likewise in say publicly field good buy astronomy take home record crux and specify calendars.

    The earliest exact texts prolong are liberate yourself from Mesopotamia near Egypt – Plimpton (Babylonianc.&#; – BC),[2] representation Rhind 1 Papyrus (Egyptian c. BC)[3] and interpretation Moscow Arithmetical Papyrus (Egyptian c. BC). All show these texts mention description so-called Philosopher triples, middling, by conclusion, the Philosopher theorem seems to have on the chief ancient pivotal widespread accurate development astern basic arithmetical and geometry.

    The memorize of math as a "demonstrative discipline" began decline the Ordinal century BC with depiction Pythagoreans, who coined rendering term "mathematics" from interpretation ancient Greekμάθημα (mathema), role "subject countless instruction".[4]Gr