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         Pasch Moritz:     more detail
  1. Essays on the Foundations of Mathematics by Moritz Pasch (The Western Ontario Series in Philosophy of Science)
  2. Vorlesungen Uber Neuere Geometrie (1882) (German Edition) by Moritz Pasch, 2010-02-23
  3. Veränderliche Und Funktion (German Edition) by Moritz Pasch, 2010-04-08
  4. Einleitung in Die Differential- Und Integral Rechnung (German Edition) by Moritz Pasch, 2010-01-09
  5. Zur Theorie Der Complexe Und Congruenzen Von Geraden ... (German Edition) by Moritz Pasch, 2010-05-25
  6. Vorlesungen Uber Neuere Geometrie. Zweite Mit Zusatzen Vesehene Ausgabe. Mit 72 Figuren Im Text by Moritz PASCH, 1912
  7. Veränderliche und funktion (German Edition) by Moritz Pasch, 1914-01-01
  8. Vorlesungen uber Neuere Geometrie. by Moritz. PASCH, 1882
  9. Vorlesungen Über Neuere Geometrie (German Edition) by Moritz Pasch, 2010-01-10
  10. Vorlesungen Uber Neuere Geometrie (1882) (German Edition) by Moritz Pasch, 2010-09-10
  11. Vorlesungen uber die neuere Geometrie (Grundlehren der mathematischen Wissenschaften ; 23) (German Edition) by Moritz Pasch, 1926
  12. Vorlesungen uber Neuere Geometrie by Moritz PASCH, 1930
  13. Vorlesungen über neuere Geometrie: Mit einem Anhang von Max Dehn: Die Grundlegung der Geometrie in historischer Entwicklung (Grundlehren der mathematischen Wissenschaften) (German Edition) by Moritz Pasch, 1976-09-07

21. DML: Digital Mathematics Library: Retrodigitized Mathematics Journals And Monogr
pasch, moritz Veränderliche und Funktion, 1914, book. 22, Michigan pasch, moritz Vorlesungen über neuere Geometrie, von Dr. moritz pasch.
http://www.mathematik.uni-bielefeld.de/~rehmann/DML/dml_links_author_P.html
DML: Digital Mathematics Library
Also: WDML: World Digital Mathematics Library Retrodigitized Mathematics Journals and Monographs
Contains links to 1874 digitized books (> 385236 pages )
and to 145 digitized journals (> 2942143 pages).

(Numbers of pages are preliminary; not all informations are already available.) Includes all the links mentioned on page 920 of: Allyn Jackson, "The Digital Mathematics Libary",
Notices Amer. Math. Soc., vol. 50 (8), 2003
Local Copy
A similar list is offered at http://www.wdml.org The database for this table is an ASCII based (ISO Latin 8859-1 extended) list , which may be parsed by this PERL script
If you want items to be added here, please send me the necessary data. Lists ordered by "Journal", "Repository" (Journals only) or by "Author name", "Title" are provided, as well as an
overview of the repositories
Author: A B C D ... Z Title: A B C D ... Z Nr. Repository: Author, Title (Books only): Pages: Year(s): Type: Michigan Padoa, Alessandro : La logique déductive dans sa dernière phase de développement, par Alessandro Padoa. Avec une préface de Giuseppe Peano. book Cornell Page, James Morris

22. Frege's Philosophical And Mathematical Correspondence (Chronologically)
18.01.1903 moritz pasch to Frege (XIII/4) 20.02.1903 Bertrand Russell toFrege (XV/15) 21.05.1903 Frege to Bertrand Russell (XV/16)
http://www.ocf.berkeley.edu/~brianwc/frege/letters.html
Frege's Philosophical and Mathematical Correspondence (Chronologically)
The day.month.year is listed, then who the letter is to/from, and finally the reference number from McGuinness/Kaal.
I have speculated as to the appropriate place of the seven undated letters. 29.08.1882 Frege to Anton Marty (XII/1)
09.09.1882 Carl Stumpf to Frege (XVI/1) 24.05.1891 Frege to Edmund Husserl (VII/1)
18.07.1891 Edmund Husserl to Frege (VII/2) after1891? Frege to Giuseppe Peano (XIV/1)
30.01.1894 Giuseppe Peano to Frege (XIV/2)
10.02.1894 Giuseppe Peano to Frege (XIV/3)
11.02.1894 Moritz Pasch to Frege (XIII/1) 20.01.1895 L. Eugene Ballue to Frege (I/1)
09.02.1895 L. Eugene Ballue to Frege (I/2)
14.08.1895 Giuseppe Peano to Frege (XIV/4)
01.10.1895 Frege to David Hilbert (IV/1)
04.10.1895 David Hilbert to Frege (IV/2) 24.10.1895 Giuseppe Peano to Frege (XIV/5) 05.04.1896 Giuseppe Peano to Frege (XIV/6) 29.09.1896 Frege to Giuseppe Peano (XIV/7) 9/10?.1896 Giuseppe Peano to Frege (XIV/8) 03.10.1896 Giuseppe Peano to Frege (XIV/9) 14.10.1896 Giuseppe Peano to Frege (XIV/10)

23. A Guide To The Max Dehn Papers, 1899-1979
To Dehn from moritz pasch, 3 pp., July 7?, 1926. Between Dehn and HellmuthKneser about Dehn s lemma, 1929. Between Dehn and Kneser, 1929
http://www.lib.utexas.edu/taro/utcah/00192/cah-00192.html
TARO Repository Browse List Print Version Raw XML File (32k) ... Accessing Materials Described Here
TABLE OF CONTENTS
Descriptive Summary Biographical Note Scope and Contents Restrictions ... Photographs, with letter from the Institute of Advanced Study, signed by J. Von Neumann, C. L. Siegel and others, three photos of architectural details of tigers on buildings, one attached to letter, March 28, 1935
A Guide to the Max Dehn Papers, 1899-1979
Descriptive Summary Creator Dehn, Max, 1878-1952 Title Max Dehn Papers Dates: Abstract Collection documents the career of Max Dehn (1878-1952), relating chiefly to his research in geometry, topology, group theory, and the history of mathematics. Accession No. Extent 2 ft., 2 in. Languages Collections materials are written in English, French and German. Repository Center for American History,The University of Texas at Austin
Biographical Note
Max Dehn (1878-1952) was a mathematician whose research focused on geometry, topology, group theory, and the history of mathematics. He began his career at Frankfurt University (1921-1935) and in 1940 immigrated to the United States where he worked with the Black Mountain college. Return to the Table of Contents
Scope and Contents
The Max Dehn Papers document the career of Max Dehn (1878-1952) and relate chiefly to his research in geometry, topology, group theory, and the history of mathematics. Most of the papers are from Dehn's years at Frankfurt University and, after his immigration in 1940 to the United States, Black Mountain College in North Carolina. Included are lecture notes by E. Hellinger, correspondence, notebooks, manuscripts of publications, reprints, and lecture and course notes by Dehn. Correspondents include E. Artin, O. Blumenthal, H. Bohr, S. Breuer, C. Caratheodory, M. Kneser, E. Noether, M. Pasch, O. Toeplitz, and E. Zermelo. The majority of the materials are written in German, with some English and French.

24. A Guide To The Max Dehn Papers, 1899-1979
pasch, moritz, 18431930. Toeplitz, Otto, 1881-1940. Zermelo, Ernst, 1871-.Geometry. Group theory To Dehn from moritz pasch, 3 pp., July 7?, 1926
http://www.lib.utexas.edu/taro/utcah/00192/00192-P.html

Main Version
Raw XML File (32k)
A Guide to the Max Dehn Papers, 1899-1979
Descriptive Summary Creator Dehn, Max, 1878-1952 Title Max Dehn Papers Dates: Abstract Collection documents the career of Max Dehn (1878-1952), relating chiefly to his research in geometry, topology, group theory, and the history of mathematics. Accession No. Extent 2 ft., 2 in. Languages Collections materials are written in English, French and German. Repository Center for American History,The University of Texas at Austin
Biographical Note
Max Dehn (1878-1952) was a mathematician whose research focused on geometry, topology, group theory, and the history of mathematics. He began his career at Frankfurt University (1921-1935) and in 1940 immigrated to the United States where he worked with the Black Mountain college.
Scope and Contents
The Max Dehn Papers document the career of Max Dehn (1878-1952) and relate chiefly to his research in geometry, topology, group theory, and the history of mathematics. Most of the papers are from Dehn's years at Frankfurt University and, after his immigration in 1940 to the United States, Black Mountain College in North Carolina. Included are lecture notes by E. Hellinger, correspondence, notebooks, manuscripts of publications, reprints, and lecture and course notes by Dehn. Correspondents include E. Artin, O. Blumenthal, H. Bohr, S. Breuer, C. Caratheodory, M. Kneser, E. Noether, M. Pasch, O. Toeplitz, and E. Zermelo. The majority of the materials are written in German, with some English and French.

25. Geometria Euclidea - Wikipedia
Questa versione è quella di moritz pasch, più usata in epoca recente al postodella versione originale di Euclide, che è riportata sotto.
http://it.wikipedia.org/wiki/Geometria_euclidea
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Geometria euclidea
Da Wikipedia, l'enciclopedia libera.
La geometria euclidea ¨ la geometria che si basa sui postulati di Euclide e in particolar modo sul postulato delle parallele , secondo il quale due rette parallele non si intersecano mai. Questa versione ¨ quella di Moritz Pasch , pi¹ usata in epoca recente al posto della versione originale di Euclide, che ¨ riportata sotto.
Indice
modifica
I cinque postulati
Di seguito si riportano gli assiomi di Euclide:
  • Tra due segni ( punti ) qualsiasi ¨ possibile tirare una ed una sola retta Si pu² prolungare una retta oltre i due segni indefinitamente Dato un segno e una lunghezza, ¨ possibile descrivere un cerchio Tutti gli angoli retti sono uguali Se una retta che taglia due rette determina dallo stesso lato angoli interni minori di due angoli retti, prolungando le due rette, esse si incontreranno dalla parte dove i due angoli sono minori di due retti.
  • 26. Biografia De Pasch, Moritz
    Translate this page pasch, moritz. (Wroclaw, 1843-Bad Homburg, 1930) Matemático alemán. Profesor enla Universidad de Giessen, contribuyó a la fundamentación rigurosa de la
    http://www.biografiasyvidas.com/biografia/p/pasch.htm
    Inicio Buscador Las figuras clave de la historia Reportajes Los protagonistas de la actualidad Pasch, Moritz (Wroclaw, 1843-Bad Homburg, 1930) Matemático alemán. Profesor en la Universidad de Giessen, contribuyó a la fundamentación rigurosa de la geometría, mediante una concepción axiomática que expuso en su obra Lecciones sobre la moderna geometría Inicio Buscador Recomendar sitio

    27. The Science Bookstore - Chronology
    pasch, moritz Born 11/8/1843 Died 9/20/1930, 1843 AD. Abney, William Born7/24/1843, 1843 AD. Fries, Jacob Friedrich Died 8/10/1843
    http://www.thesciencebookstore.com/chron.asp?pg=17

    28. Euclid's Mathematical System
    He built on the earlier work of moritz pasch, who in 1882 published the firstrigorous treatise on geometry; pasch made explicit Euclid s unstated
    http://www.math.uncc.edu/~droyster/math3181/notes/hyprgeom/node27.html
    Next: Incidence Geometry Up: Neutral and Non-Euclidean Geometries Previous: Proof Creativity
    Euclid's Mathematical System
    We will accept the Rules of Reasoning that we have been discussing as our logic rules in our mathematical system. There are several ways in which we can go about setting forth our axioms and undefined terms for geometry . We can keep the number of axioms down to a very few, in which case we need a large number of undefined terms, relations, and operations. We can keep the number of undefined terms, relations, and operations to a small number, thus requiring a larger number of axioms. We will actually work with the Axiom system set up by David Hilbert in 1899 in his book Foundations of Geometry . He not only clarified Euclid's definitions but also filled in the gaps in some of Euclid's proofs. Hilbert recognized that Euclid's proof for the side-angle-side criterion of congruence in triangles was based on an unstated assumption (the principle of superposition) and that this criterion had to be treated as an axiom. He built on the earlier work of Moritz Pasch, who in 1882 published the first rigorous treatise on geometry; Pasch made explicit Euclid's unstated assumptions about betweenness. At the same time we could have used the axioms set forth by Garret Birkhoff. These axioms are the ones with which you are more familiar, being the basis for the texts in High School Geometry. I have included both sets of axioms, so that you can compare the two. We will work exclusively with the Hilbert axioms. An interesting exercise is to prove everything that we will prove using Birkhoff's axioms. Some proofs are easier, and some are harder.

    29. Jaime Nubiola And Jesus Cobo: "The Spanish Mathematician Ventura Reyes Prosper A
    20 moritz pasch, Lecciones de Geometría Moderna, (Madrid Junta para Ampliaciónde Estudios e 21 moritz pasch, Vorlesungen über neuere Geometrie,
    http://members.door.net/arisbe/menu/library/aboutcsp/nubiola/reyes.htm
    Home Page Papers by Peirce Peirce-Related Papers TO BOTTOM OF PAGE
    and his connections with Charles S. Peirce
    and Christine Ladd-Franklin
    (Version 11-6-00)
    jnubiola@unav.es
    Department of Philosophy
    University of Navarra
    E-31080 Pamplona, Spain
    12 (20 December 1891), pp. 297-300, and 18 (15 June 1892) pp. 170-173 on Ladd-Franklin, and on Peirce and Mitchell, respectively, are translated for first time into English and included at the end of the paper.
    Introduction [1] th century [2]. Despite being mentioned by C. I. Lewis in the final bibliography of A Survey of Symbolic Logic [3], and by Alonzo Church in his bibliography of Journal of Symbolic Logic Teorema Arisbe website of this new English translation can be seen as a eulogy from Spain for this American logician who died in the prime time of his youth. Reyes laments: "It is a great pity that a scholar like Mitchell, of whom so much could be expected, passed away at 38 years of age".
    Mathematische Annalen of Leipzig [12]. In spite of the title, the note —- as A. Bernalte has pointed [13] was a contribution to the projective geometry, related to the properties of the harmonic quatern. Mathematische Annalen Vorlesungen: are Revista de la Real Academia de Ciencias de Madrid and The Educational Times.

    30. INSTITUTO ARGENTINO DE MATEMÁTICA
    pasch, moritz. Lecciones de geometría moderna. Arias. Madrid 1913. Pasquier, L.Gustave du. Pasquier, L. Gustave du. Introduction a la science actuarielle
    http://www.iam.conicet.gov.ar/Biblioteca/BD-LIBROS-P.html
    INSTITUTO ARGENTINO DE MATEMÁTICA BIBLIOTECA LIBRARY Base de Datos de Libros Books Data Base - P - Paatero, V. Nevanlinna, Rolf; Paatero, V. Introduction to complex analysis Addison Wesley Publ. Reading, Mass. 1969 Nevanlinna, Rolf; Paatero, V. Introduction to complex analysis Addison-Wesley Publ., Co.. Reading, Mass. 1969 Pacotte, Julien Pacotte, Julien La pensée mathématique contemporaine Félix Alcan. Paris 1925 Paddon, D. J. Paddon, D. J.; Holstein, H. Multigrid methods for integral and differential equations Clarendon Press. Oxford 1985 Paenza, Adrián Paenza, Adrián Propiedades de corrientes residuales en el caso de intersecciones no completas Fac. Cs. Ex. y Nat.. Buenos Aires 1979 Páez Serrano, Florencio Páez Serrano, Florencio; Guíu Casanova, Manuel Exposición didáctica de cuestiones geométricas Bosch. Barcelona 1935 Pagano, Salvador Pagano, Salvador Tratado teórico-práctico de contabilidad de seguros Tailhade y Rosselli. Buenos Aires 1915 Page, Chester H. Page, Chester H. Physical mathematics Van Nostrand. Princeton, N. J. 1955 Page, Leigh

    31. Lexikon Moritz Pasch
    moritz pasch aus der freien EnzyklopädieWikipedia und steht unter der GNU Lizenz. Die Liste der Autoren ist unter
    http://lexikon.freenet.de/Moritz_Pasch

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    Sie sind hier: Startseite Lexikon Moritz Pasch
    Moritz Pasch
    Moritz Pasch 8. November in Breslau 20. September in Bad Homburg v. d. H¶he ) war Mathematiker Nach Studium in Berlin wurde er Professor in GieŸen Er forderte eine streng logische Vorgehensweise in der Geometrie , entdeckte einige bis dahin nicht wahrgenommene Annahmen in der Euklidischen Geometrie , namentlich das Axiom von Pasch , und gab damit AnstoŸ zu Hilberts axiomatischer Ausarbeitung der Geometrie. «Was Axiomatik ist und wie man Axiome zu formulieren hat, das ist erst gegen Ende des 19. Jh. von Pasch gezeigt worden; von ihm lernten es die italienischen Geometer und lernte es Hilbert Hans Freudenthal , Mathematik als p¤dagogische Aufgabe, Stuttgart 1973, S. 14)

    32. Biography-center - Letter P
    pasch, moritz wwwhistory.mcs.st-and.ac.uk/~history/Math ematicians/pasch.html;paschal II, www.knight.org/advent/cathen/11514b.htm; Paskell, William F.
    http://www.biography-center.com/p.html
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    33. Morris Kline's, Why The Professor Can't Teach: Bibliography And Index
    pasch, moritz, view of mathematical thought,12526 Peirce, Benjamin, 26, 35Pestalozzi, Johann Heinrich, 27. Ph.D s .and applied mathematics,159
    http://www.marco-learningsystems.com/pages/kline/prof/profteachindex.html
    HomePage Prof Morris Kline Bibliography and Index BIBLIOGRAPHY Alder, Henry L. "Mathematics for Liberal Arts Students." The American Mathematical Monthly Allendoerfer, C. B. "The Narrow Mathematician". The American Mathematical Monthly Ashby, Eric. Adapting Universities to a Technological Society . San Francisco: Jossey-Bass, Inc., 1974. Axelrod, Joseph. The University Teacher as Artist . San Francisco: Jossey-Bass, Inc., 1973. Baker, Liva. I'm Radcliffe! Fly Me! The Seven Sisters and the Failure of Women's Education . New York: Macmillan, 1976. Barzun, Jacques. "The Cults of "Research" and "Creativity". Harper's Magazine , October 1960, 69-74. _Teacher in America. New York: Doubleday and Co., 1954.
    _ The House of Intellect. New York: Harper and Bros., 1959.
    Bell, Eric T. Review of The Poetry of Mathematics and Other Essays The American Mathematical Monthly Berelson, Bernard. Graduate Education in the United States . New York: McGraw-Hill, 1960. Bidwell, James K., and Clason, Robert G. Readings in the History of Mathematics Education.

    34. Why Johnny Can't Add - CHAPTER 6: The Illiberal Mathematician
    moritz pasch, a leading mathematician of the late 126 nineteenth century, evencontended that mathematical thought runs counter to human nature.
    http://www.marco-learningsystems.com/pages/kline/prof/profchap6.html
    HomePage Prof Morris Kline
    CHAPTER 6: The Illiberal Mathematician Education is not in reality what some people proclaim it to be in their statements. Plato The liberal arts colleges - whether integral parts of universities or independent entities - now cater to a variety of student interests. Adequate instruction calls for courses that, while conforming to the values and objectives of a liberal arts education, serve these interests. Mastering the requisite materials and incorporating them in suitable pedagogical format constitute the major tasks of educators. But the professors are under pressure to do research, and the graduate students, to obtain a Ph.D. Both are narrowly educated, though in different respects and for different reasons. Thus, both groups of teachers, whether engaged in or training to do research, know some mathematics but are ignorant in science and pedagogy, and both are concerned almost entirely with content and values that only mathematicians prize. Yet both must tackle the courses that are supposed to serve many different student interests. Just what is it that professors and graduate students, taking their cue from professors, teach in some of the most fundamental courses?

    35. Model Theory
    In fact some people did challenge it, notably the geometer moritz pasch who insection 12 of his Vorlesungen über Neuere Geometrie (1882) insisted that
    http://plato.stanford.edu/entries/model-theory/
    version history
    HOW TO CITE

    THIS ENTRY
    Stanford Encyclopedia of Philosophy
    A ... Z
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    Model Theory
    Model theory began with the study of formal languages and their interpretations, and of the kinds of classification that a particular formal language can make. Mainstream model theory is now a sophisticated branch of mathematics (see the entry on first-order model theory ). But in a broader sense, model theory is the study of the interpretation of any language, formal or natural, by means of set-theoretic structures, with Alfred Tarski's truth definition as a paradigm. In this broader sense, model theory meets philosophy at several points, for example in the theory of logical consequence and in the semantics of natural languages.

    36. Nineteenth Century Geometry
    of knowledge was not available in print until 1882, when moritz pasch (b. The empirical foundation of geometry was encapsulated by pasch in a core
    http://plato.stanford.edu/entries/geometry-19th/
    version history
    HOW TO CITE

    THIS ENTRY
    Stanford Encyclopedia of Philosophy
    A ... Z
    This document uses XHTML/Unicode to format the display. If you think special symbols are not displaying correctly, see our guide Displaying Special Characters last substantive content change
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    Nineteenth Century Geometry
    1. Lobachevskian geometry
    Euclid (fl. 300 b.c.) placed at the head of his Elements aitemata 1. To draw a straight line from any point to any point.
    3. To draw a circle with any center and any radius. Figure 1
    In the darker ages that followed, Euclid's sense of mathematical freedom was lost and philosophers and mathematicians expected geometry to rest on self-evident grounds. Now, if a is perpendicular and b is almost perpendicular to PQ, a and b approach each other very slowly on one side of PQ and it is not self-evident that they must eventually meet somewhere on that side. After all, the hyperbole indefinitely approaches its asymptotes and yet, demonstrably, never meets them. Through the centuries, several authors demanded-and attempted-a proof of Euclid's Postulate. John Wallis (b. 1616, d. 1703) derived it from the assumption that there are polygons of different sizes that have the same shape. But then this assumption needs proof in turn. Girolamo Saccheri (b. 1667, d. 1733) tried

    37. Moritz Pasch Université Montpellier II
    Translate this page moritz pasch (1843-1930). Cette image et la biographie complète en anglais résidentsur le site de l’université de St Andrews Écosse
    http://ens.math.univ-montp2.fr/SPIP/article.php3?id_article=1638

    38. Staudt, Karl Georg Christian Von --  Encyclopædia Britannica
    Later geometers, especially Felix Klein (1849–1925), moritz pasch (1843–1930),and David Hilbert (1862–1943), exploited these possibilities for bridging the
    http://www.britannica.com/eb/article-9069487
    Home Browse Newsletters Store ... Subscribe Already a member? Log in Content Related to this Topic This Article's Table of Contents Karl Georg Christian von Staudt Print this Table of Contents Shopping Price: USD $1495 Revised, updated, and still unrivaled. The Official Scrabble Players Dictionary (Hardcover) Price: USD $15.95 The Scrabble player's bible on sale! Save 30%. Merriam-Webster's Collegiate Dictionary Price: USD $19.95 Save big on America's best-selling dictionary. Discounted 38%! More Britannica products Staudt, Karl Georg Christian von
     Encyclopædia Britannica Article Page 1 of 1
    Karl Georg Christian von Staudt
    born Jan. 24, 1798, Imperial Free City of Rothenburg [now Rothenburg ob der Tauber, Germany]
    died June 1, 1867, Erlangen, Bavaria
    German mathematician who developed the first purely synthetic theory of imaginary points, lines, and planes in projective geometry . Later geometers, especially

    39. Encyclopædia Britannica
    pasch, Lorentz, the Younger (Dan. paint.) pasch, moritz (Ger. math.) pascha (rel.feast) see Easter “pascha, Het” (work by Vondel) paschal candle
    http://www.britannica.com/eb/index?search=pascal

    40. Correspondência Matemática E Filosófica De Frege
    Translate this page 14.11.1899 - de moritz pasch para Frege 27.12.1899 - de Frege para David Hilbert29.12.1899 - de David Hilbert para Frege 06.01.1900 - de Frege para David
    http://www.educ.fc.ul.pt/docentes/opombo/seminario/fregerussel/correspondencial.
    Correspondência Matemática e Filosófica de Frege, ordenada cronologicamente: 29.08.1882 - de Frege para Anton Marty
    09.09.1882 - de Carl Stumpf para Frege 24.05.1891 - de Frege para Edmund Husserl
    18.07.1891 - de Edmund Husserl para Frege depois de 1891? - de Frege para Giuseppe Peano
    30.01.1894 - de Giuseppe Peano para Frege
    10.02.1894 - de Giuseppe Peano para Frege
    11.02.1894 - de Moritz Pasch para Frege 20.01.1895 - de L. Eugene Ballue para Frege
    09.02.1895 - de L. Eugene Ballue para Frege
    14.08.1895 - de Giuseppe Peano para Frege
    01.10.1895 - de Frege para David Hilbert
    04.10.1895 - de David Hilbert para Frege
    24.10.1895 - de Giuseppe Peano para Frege 05.04.1896 - de Giuseppe Peano para Frege 29.09.1896 - de Frege para Giuseppe Peano 9/10?.1896 - de Giuseppe Peano para Frege 03.10.1896 - de Giuseppe Peano para Frege 14.10.1896 - de Giuseppe Peano para Frege não datada - de Frege para Giuseppe Peano 14.10.1896 - de Moritz Pasch para Frege 21.10.1896 - de L. Eugene Ballue para Frege 03.01.1897 - de L. Eugene Ballue para Frege 15.04.1897 - de L. Eugene Ballue para Frege

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