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- Navier-Stokes Type Equations - Explicit solutions provided for this particular type of equation and their relations to the heat equation, Burger's equation, and Euler's equation.
- Differential Equations and Oscillations - Many problems in physics are described by differential equations. As a complete discussion of differential equations is beyond the scope of this chapter we will deal only with linear first and second order ordinary differential equations.
- Easy-Fit - Used to identify parameters in explicit model functions, dynamic systems of equations (steady-state), Laplace transforms, ordinary differential equations, differential algebraic equations and one-dimensional partial differential equations. Proceeding from given experimental data. For example, observation times and measurements, the minimum least squares distances of measured data from a fitting criterion are computed, that may depend on the solution of the dynamic system.
- Half-Multiplier Operator and the Unified Field Equation - A new Matrix Operator which generates and governs Nested Arrays. From basic equation (the Mother Equation) we can derive the Field Equations for Physics, Chemistry, Astro-Physics and Statistics and connect Statistics with them all.
- Difference Equations to Differential Equations - By Dan Sloughter. Published in PS/PDF with applets under GPL.
- The Solution to the Quartic Equation - This site has the general algebraic solution to the quartic equation. It also has an example on how to solve the equation that Lodovico Ferrari solved (Ferrari discovered the solution).
- Ellipticity and Parabolicity in Analysis and Geometry (EPAG2001) - Topics: Spectral theory, index theory, heat equation and other parabolic equation methods, existence and regularity of solutions to elliptic/parabolic equations, geometric and spectral invariants. Potsdam, Germany; 20-24 August 2001.
- Software: Electrochemical Cells Pro - Software: Electrochemical Cells Pro allows you to build virtual electrochemical cells. Alter cell properties such as temperature, pH concentration and pressure. Electrochemical calculations using the Nernst equation. View half equations and balanced equations for cells and get the program to balance equations for you.
- Iserles, Arieh - University of Cambridge. Research interests in numerical ordinary differential equations; also functional equations, approximation theory, special functions, numerical partial differential equations, nonlinear algebraic equations and nonlinear dynamical systems.
- Hao Chengchun - Chinese Academy of Sciences. Partial Differential Equations and Mathematical Physics: in particular, Schroedinger-Poisson systems, Schroedinger equations, Hartree equations and harmonic analysis.
Wikipedia Articles
- Equate (game) - Equate is a board game made by Conceptual Math Media where players score points by forming equations on a 19x19 game board. Equations appear across and down in a crossword fashion and must be mathematically correct.
- Equate (computer program) - Equate is a desktop calculator computer program made with the Enlightenment foundation libraries. It was created to demonstrate the EWL component of the libraries, which provides widget support.
- Equate - Equate, an English word meaning to "be equal" or "make equal", may also refer to:
- Symbolic order - Although the Symbolic order is an essentially linguistic dimension, Lacan does not simply equate the symbolic with language, since the latter is involved also in the Imaginary and the Real. The symbolic dimension of language is that of the signifier, in which elements have no positive existence but are constituted by virtue of their mutual differences.
- Goodman-Nguyen-van Fraassen algebra - A Goodman-Nguyen-van Fraassen algebra is a type of conditional event algebra (CEA) that embeds the standard Boolean algebra of unconditional events in a larger algebra which is itself Boolean. The goal (as with all CEAs) is to equate the conditional probability P(A ∩ B) / P(A) with the probability of a conditional event, P(A → B) for more than just trivial choices of A, B, and P.