^^Matematica. Libri.

Libri, librerie.

 

vedi anche Fisici Matematici Informatici on the web.

  1. Correnti

  2. http://www.vias.org/comp_geometry/index.html

  3. Storia matematica

  4. Michael Hart Ranking Of The 100 Great Muhammad Number1
  5. A history of Greek mathematics vol1  by Heath, Thomas Little, Sir, 1861-1940
  6. A history of Greek mathematics vol2  by Heath, Thomas Little, Sir, 1861-1940
  7. A Short Account of the History of Mathematics by Ball, W. W. Rouse (Walter William Rouse), 1850-1925
  8. HistoryOfVectorAnalysis.pdf - Crowe
  9. The axiomatization of linear algebra: 1875-1940
  10. A general outline of the genesis of vector space theory
  11. Vectors and beyond

  13. Algebra

  14. The Evolution of Group Theory: A Brief Survey
  15. Parity Theorem for Permutations
  16. Felix Klein Development_of_mathematics_in_the_19th_century borrow
    Citato scherzosamente da Vladimir Arnold. (1937-2010)  come il libro che gli ha insegnato la matematica.

  17. Logica

  18. alexandrianlibers.files.wordpress/tarski-introduction-to-logic-and-to-the-methodology-of-the-deductive-sciences-4ed-oup-1994-1-copy.pdf

  19. CatTheory

  20. math.mit.edu/~dspivak/teaching/sp18/7Sketches.pdf esempi non matematici
  21. cs.man.ac.uk/~hsimmons/BOOKS/CatTheory.pdf

  22. Geometria

  23. William_Kingdon_Clifford
  24. Geometry of Riemannian Spaces, By Élie Cartan http://books.google.it
  25. Louis Lagrange (dicono scrivesse dicendo il suo pensiero, all'opposto di Gauss)
  26. Elementary mathematics from an advanced standpooint - Felix Klein
  27. The 4 pillars of geometry.pdf
  28. unesco/.pdf Teaching of geometry
  29. Norman_Wildberger/Divine-Proportions-Rational-Trigonometry-to-Universal-geometry.pdf
  30. http://www.cimat.mx/kiselev/book1_planimetry.pdf
  31. Geometric exercises in paper folding
  32. On the study and difficulties of mathematics - Augustus De Morgan 1831
  33. TheDecompositionOfFiguresIntoSmallerParts - V.G. Boltyanskii 1980
  34. Mistakes in geometric proofs - Dubnov, I͡A. S. (I͡Akov Semenovich), 1887-1957
  35. bookauthority/best-vector-analysis-books

  36. varie

  37. Essays in the theory of numbers, 1. Continuity of irrational numbers, 2. The nature and meaning of numbers. - Dedekind
  38. An introduction to Combinatory analysis by MacMahon, Percy Alexander, 1854-1929
  39. Boltianskii, Vladimir Grigor'evich.
    The decomposition of figures into smaller parts.
    (Popular lectures in mathematics) (Survey of recent East European mathematical literature)
  40. Caude-Berge-and-the-Oulipo

 

Libri

  1. Elementary Mathematics from an Advanced Standpoint.
  2. wp/Proofs_from_THE_BOOK
    1. BookOfProof.djvu
    2. NotBook4.pdf
  3. Challenging Mathematical Problems with Elementary Solutions vol1&2
  4. ChallengingProblemsInAlgebra
  5. ChallengingProblemsInGeometry
  6. IntroductionToGraphTheory Wilson
  7. Introducrion to graph theory  West
  8. the method of coordinates I.M.GelfandE.G.GlagolevaA.A.Kirilov
  9. Grundlagen der Geometrie, di Hilbert. La versione pdf e' la migliore.
  10. Serie di Taylor. Taylor, Brook (1715), Methodus Incrementorum Directa et Inversa, London: William Innys. Annotated English translation by Ian Bruce. wp/Brook_Taylor

  11. Logica - Categorie

  12. raymond_m._smullyan-to_mock_a_mockingbird_combinatory_logic_1985 >>>
  13. logicmatters.net/godel-without-tears
  14. logicmatters.net/categories

  15. Vettori Tensori >>>

  16. Geometria proiettiva

  17. elements of projective geometry cremona luigi
  18. Elementi di Geometria Projettiva Luigi Cremona
  19. Projective Geometry Volume 1
  20. Projective Geometry Volume 2

Recensioni

wp/Regular_Polytopes_(book)

 

Cornell University Library Historical Math Monographs

  1. Cornell University Library Historical Math Monographs  Projecteuclid.org
  2. Selezione italiani
  3. Repertorio di matematiche superiori (definizioni--formole--teoremi--cenni bibliografici), I. Ernesto Pascal (1898)
  4. I gruppi continui di trasformazioni. Ernesto Pascal (1903)
  5. I miei integrafi per equazioni differenziali. Ernesto Pascal (1914)
  6. Lezioni di geometria intrinseca. Ernesto Cesaro (1896)
  7. Elementi di calcolo infinitesimale con numerosi applicazioni geometriche. Ernesto Cesaro (1905)
  8. Applicazioni geometriche del calcolo infinitesimale. Giuseppe Peano (1887)
  9. Corso di geometria analitico-proiettiva per gli allievi della R. Accademia Militare. Cesare Burali-Forti (1912)
  10. Exposition de la méthode des equipollences. Giusto Bellavitis (1874)
  11. Fondamenti di geometria a più dimensioni e a più specie di unità rettilinee esposti in forma elementare. Giuseppe Veronese (1891)
  12. Fondamenti per la teorica delle funzioni di variabili reali. Ulisse Dini (1878)
  13. Selezione interessanti
  14. Euclid's book On divisions of figures. Raymond Clare Archibald. Franz Wopcke and Leonardo Fibonacci (ed.) (1915)
  15. Lectures on elementary mathematics. J. L. Lagrange. Thomas J. (Thomas Joseph) MCCormack (ed.) (1898)
  16. Lord Kelvin. George F Fitzgerald (1899)