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  1.  1
    A Place to Remember: Using History to Build Community.Robert Archibald - 1999 - Rowman Altamira.
    Well-known public historian Robert Archibald's personal exploration of the intersections of history, memory, and community reveals how we participate in the making and sustaining of community as well as how we remember the community that shaped us. Writing in a rich literary narrative, Archibald blends local history, personal reminiscence, and an analysis of the changing meaning of community with a passionate call for more effective public history. A Place to Remember poetically illustrates how we are active participants in the past (...)
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  2.  2
    The New Town Square: Museums and Communities in Transition.Robert Archibald - 2004 - American Association for State.
    Reflections on museums' role in their communities.
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  3.  51
    Jon Elster and Ole‐Jorgen Skog, Getting Hooked: Rationality and Addiction:Getting Hooked: Rationality and Addiction.Robert Archibald - 2000 - Ethics 110 (3):609-612.
  4. Museum Philosophy for the Twenty-First Century.Robert R. Archibald, Patrick J. Boylan, David Carr, Christy S. Coleman, Helen Coxall, Chuck Dailey, Jennifer Eichstedt, Hilde Hein, Eilean Hooper-Greenhill, Lesley Lewis, Timothy W. Luke, Didier Maleuvre, Suma Mallavarapu, Terry L. Maple, Michael A. Mares, Jennifer L. Martin, Jean-Paul Martinon, Scott G. Paris, Jeffrey H. Patchen, Marilyn E. Phelan, Donald Preziosi, Franklin W. Robinson, Douglas Sharon & Sherene Suchy - 2006 - Altamira Press.
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  5.  14
    Babylonian Mathematics.Raymond Clare Archibald - 1936 - Isis 26 (1):63-81.
  6.  14
    Florian Cajori 1859-1930.Raymond Clare Archibald - 1932 - Isis 17 (2):384-407.
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  7.  13
    Quellen und Studien zur Geschichte der Mathematik, Abteilung A: Quellen, vol. IMathematischer Papyrus des Staatlichen Museums der Schönen Künste in Moskau W. W. Struve B. A. Turajeff. [REVIEW]R. C. Archibald - 1931 - Isis 16 (1):148-155.
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  8.  11
    Historia de la matemática en EspañaFrancisco Vera.R. C. Archibald - 1933 - Isis 19 (1):232-233.
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  9.  11
    La Science Égyptienne. L'Arithmétique au Moyen Empire. O. Gillain.Raymond Clare Archibald - 1928 - Isis 11 (2):395-398.
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  10.  11
    Notes and Correspondence.Frederick E. Brasch, R. C. Archibald, Julius Ruska, Victor Goldschmidt & George Sarton - 1924 - Isis 6 (4):521-546.
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  11.  10
    Storia delle matematiche. Volume 2, I secoli XVI e XVII. G. Loria.R. C. Archibald - 1933 - Isis 19 (1):231-231.
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  12.  9
    The Science of the Sulba. A Study in Early Hindu Geometry. Bibhutibhusan Datta.R. C. Archibald - 1934 - Isis 22 (1):272-277.
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  13.  8
    Il Passato e il Presente delle Principali Teorie GeometricheG. Loria.R. C. Archibald - 1933 - Isis 19 (1):229-231.
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  14.  8
    A Rare Pamphlet Of Moivre And Some Of His Discoveries.Karl Pearson, Abraham de Moivre & R. Archibald - 1926 - Isis 8:671-683.
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  15.  6
    Die Grundlagen der ägyptischen Arithmetik in ihrem Zusammenhang mit der 2:n -- Tabelle des Papyrus RhindKurt Vogel.R. C. Archibald - 1930 - Isis 14 (2):430-433.
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  16.  6
    Notes and Correspondence.R. Archibald & I. Cohen - 1944 - Isis 35:333-337.
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  17.  4
    Notes and Correspondence.Frederick Brasch, R. Archibald, Julius Ruska, Victor Goldschmidt & George Sarton - 1924 - Isis 6:521-546.
  18.  4
    Notes and Correspondence.R. C. Archibald, I. Bernard Cohen & George Sarton - 1944 - Isis 35 (4):333-337.
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  19.  3
    Mathematische Keilschrift-Texte. O. Neugebauer.R. C. Archibald - 1938 - Isis 28 (2):490-491.
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  20.  2
    The Mathematical Basis of the Arts. Joseph Schillinger.R. C. Archibald - 1949 - Isis 40 (3):293-295.
  21.  2
    Vorlesungen über Geschichte der antiken mathematischen Wissenschaften. Erster Band, Vorgriechische Mathematik. O. Neugebauer. [REVIEW]R. C. Archibald - 1935 - Isis 24 (1):151-153.
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  22.  2
    A Rare Pamphlet of Moivre and Some of His Discoveries.Karl Pearson, Abraham de Moivre & R. C. Archibald - 1926 - Isis 8 (4):671-683.
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  23.  2
    Queries & Answers.George Sarton & R. Archibald - 1954 - Isis 45:199-199.
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  24.  1
    Queries & Answers.George Sarton & R. C. Archibald - 1954 - Isis 45 (2):199-199.
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  25. The Science of the Sulba. A Study in Early Hindu Geometry by Bibhutibhusan Datta. [REVIEW]R. Archibald - 1934 - Isis 22:72-277.