Author:Theodore Kaczynski
Appearance
Works
[edit]- Kaczynski, Theodore (June–July 1964). "Another Proof of Wedderburn's Theorem". American Mathematical Monthly 71 (6): 652–653. JSTOR 2312328. doi:10.2307/2312328. A proof of Wedderburn's little theorem in abstract algebra
- —— (June–July 1964). "Advanced Problem 5210". American Mathematical Monthly 71 (6): 689. JSTOR 2312349. doi:10.2307/2312349. A challenge problem in abstract algebra
- —— (June–July 1965). "Distributivity and (−1)x = −x (Advanced Problem 5210, with Solution by Bilyeu, R.G.)". American Mathematical Monthly 72 (6): 677–678. JSTOR 2313887. doi:10.2307/2313887. Reprint and solution to "Advanced Problem 5210" (above)
- —— (July 1965). "Boundary Functions for Functions Defined in a Disk.". Journal of Mathematics and Mechanics 14 (4): 589–612.
- —— (November 1966). "On a Boundary Property of Continuous Functions". Michigan Mathematical Journal 13 (3): 313–320. doi:10.1307/mmj/1031732782.
- —— (1967). "Boundary Functions". University of Michigan. Kaczynski's doctoral dissertation.
- —— (March–April 1968). "Note on a Problem of Alan Sutcliffe". Mathematics Magazine 41 (2): 84–86. JSTOR 2689056. doi:10.2307/2689056. A brief paper in number theory concerning the digits of numbers
- —— (March 1969). "Boundary Functions for Bounded Harmonic Functions". Transactions of the American Mathematical Society 137: 203–209. JSTOR 1994796. doi:10.2307/1994796. Archived from the original on January 16, 2017.
- —— (July 1969). "Boundary Functions and Sets of Curvilinear Convergence for Continuous Functions". Transactions of the American Mathematical Society 141: 107–125. JSTOR 1995093. doi:10.2307/1995093. Archived from the original on August 12, 2017.
- —— (November 1969). "The Set of Curvilinear Convergence of a Continuous Function Defined in the Interior of a Cube". Proceedings of the American Mathematical Society 23 (2): 323–327. JSTOR 2037166. doi:10.2307/2037166. Archived from the original on August 2, 2017.
- —— (January–February 1971). "Problem 787". Mathematics Magazine 44 (1): 41. JSTOR 2688865. doi:10.2307/2688865. A challenge problem in geometry
- —— (November–December 1971). "A Match Stick Problem (Problem 787, with Solutions by Gibbs, R.A. and Breisch, R.L.)". Mathematics Magazine 44 (5): 294–296. JSTOR 2688646. doi:10.2307/2688646. Reprint and solutions to "Problem 787" (above)
- Kaczynski, Theodore (1995). Industrial Society and Its Future. The Washington Post.
- Kaczynski, Theodore (2008). The Road to Revolution. Éditions Xenia. ISBN 978-2-888920-65-6.
- —— (2010). Technological Slavery (revised and expanded 2nd ed.). Feral House. ISBN 978-1-932595-80-2.
- —— (2019). Technological Slavery: Volume 1 (revised and expanded 3rd ed.). Fitch & Madison Publishers. ISBN 978-1-944228-01-9.
- —— (2022). Technological Slavery: Volume 1 (enhanced 4th ed.). Fitch & Madison Publishers. ISBN 978-1-944228-03-3.
- Kaczynski, Theodore (2016). Anti-Tech Revolution: Why and How. Fitch & Madison Publishers. ISBN 978-1-944228-00-2.
- —— (2020). Anti-Tech Revolution: Why and How (revised and expanded 2nd ed.). Fitch & Madison Publishers. ISBN 978-1-944228-02-6.
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