Hybrid Conference (In Person / Virtual)

International Conference on Differentiation Rules in Mathematics (ICDRM - 25)
3rd - 4th September 2025, Las vegas, USA
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Conference Notifications:

"Be sure to check this section regularly for all IIRD Global Conference updates. We’ll keep you informed about deadlines, event details, and more important notifications."

  • Abstract Submissions Open:
    "We are now accepting abstract submissions for the IIRD Global Conference in Las vegas. Submit your abstract by today to be part of this exciting international event." Call for Abstracts – Submit Now!
  • Paper Submission Guidelines:
    "Please ensure your paper follows the submission guidelines for smooth processing. Visit our paper submission page for more details."
  • Peer Review Process:
    "The peer review process will begin soon. Authors will receive valuable feedback that will help enhance their presentations for the Las vegas conference."
  • Networking with Global Experts:
    "Join global experts at our conference in Las vegas and engage in meaningful conversations. Build relationships that last." Register now to join!
  • Best Paper Presentation Award:
    Dr. Shatha Hawarna from Hamdan Bin Mohammed Smart University received the Best Paper Presentation Award at (ICBAI-25) in Bangkok, Thailand.
  • SDG-Inspired Conference Focus:
    "The conference will explore themes related to sustainability and inclusive development, with an emphasis on research that contributes to global well-being."

Call for Paper

  • Differentiation rules
  • Common derivatives and integrals
  • Standard integration techniques
  • Elementary rules of differentiation
  • Differentiation is linear
  • The product rule
  • The chain rule
  • The inverse function rule
  • Power laws, polynomials, quotients and reciprocals
  • The polynomial or elementary power rule
  • The reciprocal rule
  • The quotient rule
  • Generalized power rule
  • Derivatives of exponential and logarithmic functions
  • Logarithmic derivatives
  • Derivatives of trigonometric functions
  • Derivatives of hyperbolic functions
  • Derivatives of special functions
  • Derivatives of integrals
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