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Fluxion

  • The Infinite and Contradiction: a History of Mathematical Physics By

    The Infinite and Contradiction: a History of Mathematical Physics By

  • Or, If the Sine Functions Be Eliminated by Means of (11)

    Or, If the Sine Functions Be Eliminated by Means of (11)

  • 3D Topological Quantum Computing

    3D Topological Quantum Computing

  • 50 Mathematical Ideas You Really Need to Know

    50 Mathematical Ideas You Really Need to Know

  • The Birth of Calculus: Towards a More Leibnizian View

    The Birth of Calculus: Towards a More Leibnizian View

  • Introduction Liquid Perfusion Without the Overhead: Fast, Serial Liquid Replacement for PAM Assay Development

    Introduction Liquid Perfusion Without the Overhead: Fast, Serial Liquid Replacement for PAM Assay Development

  • Isaac Newton (1642 - 1727)

    Isaac Newton (1642 - 1727)

  • Bioflux System for Cellular Interactions Microfluidic Flow System for Live Cell Assays

    Bioflux System for Cellular Interactions Microfluidic Flow System for Live Cell Assays

  • Newton: the Fundamental Theorem of Calculus

    Newton: the Fundamental Theorem of Calculus

  • Arxiv:1902.09766V2

    Arxiv:1902.09766V2

  • The Fundamental Theorem of Calculus

    The Fundamental Theorem of Calculus

  • Mathematics for Physics II

    Mathematics for Physics II

  • The Ring of Fluxions

    The Ring of Fluxions

  • Chapter 17 Complex Analysis I

    Chapter 17 Complex Analysis I

  • Newton's Approximation of Pi

    Newton's Approximation of Pi

  • DE MOTU and the ANALYST the New Synthese Historical Library Texts and Studies in the History of Philosophy

    DE MOTU and the ANALYST the New Synthese Historical Library Texts and Studies in the History of Philosophy

  • Transport Phenomena: an Introduction to Advanced Topics, by Larry A

    Transport Phenomena: an Introduction to Advanced Topics, by Larry A

  • The Early History of Partial Differential Equations and of Partial Differentiation and Integration

    The Early History of Partial Differential Equations and of Partial Differentiation and Integration

Top View
  • The Derivative from Fermat to Weierstrass
  • Beyond Newton and Leibniz: the Making of Modern Calculus
  • The Use of Newton's Methodus Fluxionum Et Serierum Infinitarum In
  • Fluents and Fluxions: the Calculus of Newton and Maclaurin
  • Identifying Theories in the Early Calculus
  • A Novice's Guide from Vector Calculus to Manifolds
  • 404 the DEVELOPMENT of ANALYSIS. [May, Relieved, As By
  • Microfluidic Dual Gas Control for the Generation of Oxygen Gradients
  • A DISCOURSE CONCERNING the NATURE and CERTAINTY of SIR ISAAC NEWTON's METHODS of FLUXIONS, and of PRIME and ULTIMATE RATIOS By
  • Mathematical Representation of Empirical Phenomena a Thesis
  • Newton, Fluxions and Forces
  • California State University, Northridge The
  • Structure of the Analytical Physical Theories
  • Chapter 5 Differentiation
  • A HISTORY of the DEFINITE INTEGRAL by BRUCE VICTOR
  • An Introduction to a Rigorous Definition of Derivative
  • Stochastic Analysis of Backward Tidal Dynamics Equation Hong Yin
  • Symbolic Integration and the Complexity of Computing Averages


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