• Conservation Laws and Particular Solutions for a Keller-Segel Model ()
  Luyun Chen, Jie Lou
  Advances in Pure Mathematics Vol.15 No.2,  February 28, 2025
  DOI: 10.4236/apm.2025.152005  114 Downloads   607 Views   Citations
  This article belongs to the Special Issue on

• Multiplication with the Factor One, a Rare Mathematic Tool for Simplification and Unrevised DIN-ISO-ASTM-14577 ()
  Gerd Kaupp
  Advances in Pure Mathematics Vol.15 No.1,  January 27, 2025
  DOI: 10.4236/apm.2025.151004  87 Downloads   517 Views   Citations
  This article belongs to the Special Issue on

• Countability of Infinite Paths in the Infinity Tree: Proof of the Continuum Hypothesis in a Non-Cantorian Infinity Theory ()
  Philip C. Jackson
  Advances in Pure Mathematics Vol.15 No.1,  January 27, 2025
  DOI: 10.4236/apm.2025.151003  121 Downloads   881 Views   Citations
  This article belongs to the Special Issue on

• Consequences of Invariant Functions for the Riemann Hypothesis ()
  Michael Mark Anthony
  Advances in Pure Mathematics Vol.15 No.1,  January 24, 2025
  DOI: 10.4236/apm.2025.151002  121 Downloads   753 Views   Citations
  This article belongs to the Special Issue on

• On Algebraic Methods for the Riemann Hypothesis ()
  Michael Mark Anthony
  Advances in Pure Mathematics Vol.15 No.1,  January 14, 2025
  DOI: 10.4236/apm.2025.151001  141 Downloads   866 Views   Citations
  This article belongs to the Special Issue on

• Some Inequalities Involving the Exponential Transform ()
  Alex Kyriakis, Marios Kyriakis
  Advances in Pure Mathematics Vol.14 No.12,  December 25, 2024
  DOI: 10.4236/apm.2024.1412047  157 Downloads   724 Views   Citations
  This article belongs to the Special Issue on

• Asymptotic Behaviors of Hankelians, Whose Entries Involve Regularly- or Rapidly-Varying Functions, as the Variable Tends to +∞. Part I ()
  Antonio Granata
  Advances in Pure Mathematics Vol.14 No.11,  November 27, 2024
  DOI: 10.4236/apm.2024.1411046  109 Downloads   535 Views   Citations
  This article belongs to the Special Issue on