The following is a list of my publications and preprints. In most cases both the paper itself and a brief abstract are available. They are grouped roughly by topic, but some papers fit into more than one category.

- Monks, Kenneth G.,
*Groebner Bases and the Cohomology of Grassmann Manifolds with Application to Immersion*, Bol. Soc. Mat. Mexicana (3)**7**(2001) no. 1, 123-136 - Monks, Kenneth G.,
*Change of basis, monomial relations, and bases for the Steenrod algebra*, Journal of Pure and Applied Algebra, 125 (1998) 235-260 - Monks, Kenneth G.,
*The Nilpotence Height of $P_t^s$*, Proc. Amer. Math. Soc., 124 (4), April (1996) 1297-1303 - Monks, Kenneth G.,
*Polynomial Modules Over the Steenrod Algebra and Conjugation in the Milnor Basis*, Proc. Amer. Math. Soc., 122 (2), October (1994) 625-634 - Monks, Kenneth G.,
*Nilpotence in the Steenrod Algebra*, Boletin de la Sociedad Matematica Mexicana (special edition in honor of Jose Adem), 37 (1992) 401-416 - Monks, Kenneth G.,
*Nilpotence and Torsion in the Cohomology of the Steenrod Algebra*, Trans. Amer. Math. Soc. 333 (2), October (1992) 903-912 - Monks, Kenneth G.,
*h*, Proc. Amer. Math. Soc. 114 (1992) 5-9_{0}-torsion bounds in the cohomology of the Steenrod algebra - Monks, Kenneth G.,
*A Category of Topological Spaces Classifying Acyclic Set Theoretic Dynamics*– preprint

- Monks, Monks, Monks, and Monks,
*Strongly sufficient sets and the distribution of arithmetic sequences in the $3x+1$ graph.*(with Keenan Monks, Ken M. Monks, and Maria Monks) Discrete Mathematics, Volume**313**, Issue 4, 28 February 2013, Pages 468-489. - Monks, Kenneth G. and Yazinski, Jonathan,
*The Autoconjugacy of the 3x+1 Function*, Discrete Mathematics,**275**, (2004) pp 219-236 - Monks, Kenneth G.,
*3x+1 minus the +*, Discrete Mathematics and Theoretical Computer Science,**5**, no. 1, (2002), 47-54 - Monks, Kenneth G.,
*A Category of Topological Spaces Classifying Acyclic Set Theoretic Dynamics*– preprint

- Gillespie, Monks, and Monks,
*Enumerating Anchored Permutations with Bounded Gaps*(with Maria Monks Gillespie and Ken M. Monks) – to appear

- Carter, Nathan C. and Monks, Kenneth G.,
*A Web-Based Toolkit for Mathematical Word Processing Applications with Semantics.*Proceedings of CICM 2017, eds. Herman Geuvers and Jacques Fleuriot, Springer Lecture Notes in Artificial Intelligence (LNAI 10383) (2017). - Carter, Nathan C. and Monks, Kenneth G.
*From Formal to Expository: Using the Proof-Checking Word Processor Lurch to Teach Proof-Writing*in*Beyond Lecture: Resources and Pedagogical Techniques for Enhancing the Teaching of Proof-Writing Across the Curriculum*, eds. Schwell, Steurer, and Vasquez, MAA Notes 85 (2016), ISBN 978-0-88385-195-1 - Carter, Nathan C. and Monks, Kenneth G.,
*Lurch: a word processor that can grade students’ proofs.*Proceedings of the Work in Progress session, CICM 2013, Bath, UK, July 9-10. Lange, et al. editors. - Carter, Nathan C. and Monks, Kenneth G.,
*Lurch: a word processor built on OpenMath that can check mathematical reasoning.*Proceedings of the OpenMath Workshop, CICM 2013, Bath, UK, July 9-10. Lange, et al. editors.

- Carter, Nathan C. and Monks, Kenneth G.,
*From Formal to Expository: Using the Proof-Checking Word Processor Lurch to Teach Proof-Writing*(with Nathan Carter, in*Beyond Lecture: Resources and Pedagogical Techniques for Enhancing the Teaching of Proof-Writing Across the Curriculum*, eds. Schwell, Steurer, and Vasquez, MAA Notes 85 (2016), ISBN 978-0-88385-195-1 - Monks, Kenneth G.,
*Fractal Themes at Every Level*– in*Fractals, Graphics, and Mathematics Education*, edited by M. Frame and B. Mandelbrot, MAA Press, (2002), ISBN: 0-88385-1695 *Integral-Free Antiderivatives*– preprint

- The Pharaoh’s Breastplate – an image I produced for the cover of
*Multifractals and 1/f Noise*by Benoit Mandelbrot. - Mandelbrot Zooms – images of the Mandlebrot set that appear on the cover of and inside
*The Nature and Power of Mathematics*by Don Davis.