The Blyth Institute’s members do research on a number of additional topics, including mathematics, engineering, and cosmology.

Technical Papers

• Bartlett, Jonathan. 2021. “The Products of Hyperreal Series and the Limitations of Cauchy Products.” Communications of the Blyth Institute 3(2):34-36.
• Holloway, Eric. 2020. “You Cannot Get Meaning from Randomness.” Communications of the Blyth Institute 2(2):39-40.
• Bartlett, Jonathan, Logan Gaastra, and David Nemati. 2020. Hyperreal Numbers for Infinite Divergent Series. Communications of the Blyth Institute 2(1):7-15.
• Bartlett, Jonathan.  2019.  Exploring Alternate Notations for Partial Differentials.  Communications of the Blyth Institute 1(2):77-78.
• Bartlett, Jonathan and Asatur Zh. Khurshudyan.  2019.  Extending the Algebraic Manipulability of Differentials.  Dynamics of Continuous, Discrete, and Impulsive Systems, Series A: Mathematical Analysis 26(3):217-230. PDF.
• Bartlett, Jonathan and Asatur Zh. Khurshudyan.  2019.  Proving the Conjecture -1^∞ = 0.  In Review.
• Bartlett, Jonathan and Logan Gaastra.  2018.  Hyperreal Numbers for Infinite Divergent Series.  In review. (arXiv:1804.11342)
• Avetisyan, Ara S. and Asatur Zh. Khurshudyan.  2018.  Controllability of Dynamic Systems: The Green’s Function Approach.  Jonathan Bartlett (ed).  Newcastle: Cambridge Scholars Publishing.
• Bartlett, Jonathan.  2017.  “What Krauss and Scherrer’s “End of Cosmology” Scenario Means for the Epistemology of Modern-Day Cosmology.”  Answers In-Depth.