Robin Hammerman
Stevens Institute of Technology
7 Papers
3 Citations
Robin Hammerman is an academic researcher from Stevens Institute of Technology. The author has contributed to research in topics: Computer science & Bernoulli number. The author has an hindex of 3, co-authored 6 publications.
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Papers
•Book
Ada's Legacy: Cultures of Computing from the Victorian to the Digital Age
Robin Hammerman,Andrew L. Russell +1 more
- 01 Oct 2015
TL;DR: Ada's Legacy celebrates Lovelace's many achievements as well as the impact of her life and work, which reverberated widely since the late 19th century and will appeal to readers who are curious about Ada's enduring importance in computing and the wider world.
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"Genderless" Online Discourse in the 1970s: Muted Group Theory in Early Social Computing
Robin Hammerman,Andrew L. Russell +1 more
- 01 Dec 2015
TL;DR: It is demonstrated that PLATO’s discourse promoted the dominance of men as experts and the muting of women by women as complicit partners, to understand how voice is muted in modern studies of women’s discourse online.
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Charles Babbage, Ada Lovelace, and the Bernoulli Numbers
Robin Hammerman,Andrew L. Russell +1 more
- 01 Dec 2015
Abstract: This chapter makes needed corrections to an unduly negative scholarly view of Ada Lovelace. Credit between Lovelace and Babbage is not a zero-sum game, where any credit added to Lovelace somehow detracts from Babbage. Ample evidence indicates Babbage and Lovelace each had important contributions to the famous 1843 Sketch of Babbage's Analytical Engine and the accompanying Notes. Further, Lovelace's correspondence with two highly accomplished figures in 19th century mathematics, Charles Babbage and Augustus De Morgan, establish her mathematical background and sophistication. Babbage and Lovelace's treatment of the Bernoulli numbers in Note 'G' spotlights this aspect of their collaboration. Finally, while acknowledging significant definitional problems in calling Lovelace the world's"first computer programmer,"I affirm that Lovelace created an elemental sequence of instructions -- that is, an algorithm -- for computing the series of Bernoulli numbers.
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