Showing 161 - 180 results of 2,326 for search '"1971"', query time: 0.04s Refine Results
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    «Las ignotas caras del amor» by Eduardo CHIRINOS

    Published 2010-12-01
    “…This essay presents a new reading of the poem «El botánico» (Fábulas, 1971) written by the Argentinean Juan Gelman. The French scientist Aimé Bonpland’s fable which tries to transfer his system of signs to the Orinoco jungles and his meeting with Nunu the Indian woman, imagines the productive encounter between intertextuality, understood as the shifting of one sign system to another, and exile in its etymological sense of exsilire : «jump outwards».…”
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    Variation in Cell Number in a Population of Bembix Americana (Hymenoptera: Sphecidae) by John Alcock

    Published 1972-01-01
    “…This paper reports the results of observations made during the summers of 1971 and 1972 on a small group of Bembix americana Fabricius nesting in a vacant lot in Seattle, Washington. …”
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  6. 166

    A thirty-year prospective study of children in residential care in the 1970s by Howard Meltzer, Daniel Guinea-Martin, Bryce Millard, Louisa Blackwell

    Published 2009-03-01
    “…In this paper, we examine the 30-year outcomes of a random one percent sample of children residing in care homes in 1971 in a prospective study based on linked census and vital event data (deaths and live births) and we compare these outcomes with children not in care at that time.…”
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    One hundred and eighty years of Saga pedo (Pallas, 1771) (Orthoptera, Tettigoniidae) findings in Italy diachronically revisited by P. Brandmayr, A. Mazzei, T. Bonacci, S. Surdo, B. Massa

    Published 2025-12-01
    “…Of these, 12 were recorded between 2000 and 2020, 26 between 1971 and 1999, and 44 were before 1970 (1855–1969). …”
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    Recent developments in the theory of Walsh series by William R. Wade

    Published 1982-01-01
    “…We survey research done on the theory of Walsh series during the decade 1971-1981. Particular attention is given to convergence of Walsh-Fourier series, gap Walsh series, growth of Walsh-Fourier coefficients, dyadic differentiation, and uniqueness of Walsh series.…”
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