Developer: | Ethan Fisher (2) | ||
Price: | Free | ||
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Description
Notable features include:
▶ Extensive and easy-to-use touch interface.
▶ Over 50 mathematical functions, including special functions like gamma, iterated functions, lambert-W, and Riemann-zeta.
▶ Images on the complex plane (conformal mapping of images).
▶ Contour integration (drag a path), derivatives, and function values.
▶ Save, load, export, and import your favorite equations.
▶ Save images, view your saved images, and later load the specific equation and bounds back into the app for more exploration.
▶ Many customizable settings.
▶ A tutorial to familiarize you with the app and example equations.
▶ Complete documentation within the app available through the "about" menu.
▶ Easily give feedback.
▶ Useful for complex analysis.
Supported math functions and constants:
(u and v represent arbitrary functions of z)
Arithmetic:
▶ Addition: u + v
▶ Subtraction: u - v
▶ Multiplication: u*v
▶ Division: u/v
▶ Negation: -u
Exponentials/logarithms:
▶ Exponentiation: u^v or u**v or pow(u, v)
▶ Square root: sqrt(u) or √(u)
▶ Natural exponentiation (of base e): exp(u)
▶ Natural logarithm (of base e): ln(u) or log(u)
▶ Branched natural logarithm (of base e): ln(u, branch)
▶ Based logarithm: log(u, base)
▶ Branched and based logarithm: log(u, base, branch)
▶ Lambert-W function: W(u) or lambertW(u)
▶ Branched Lambert-W: W(u, branch) or lambertW(u, branch)
▶ Super square root (inverse of u^u): ssqrt(u)
Trigonometric functions:
▶ Sine: sin(u)
▶ Cosine: cos(u)
▶ Tangent: tan(u)
▶ Cosecant: csc(u)
▶ Secant: sec(u)
▶ Cotangent: cot(u)
Inverse trigonometric functions:
▶ Inverse sine: asin(u)
▶ Inverse cosine: acos(u)
▶ Inverse tangent: atan(u)
▶ Inverse cosecant: acsc(u)
▶ Inverse secant: asec(u)
▶ Inverse cotangent: acot(u)
Hyperbolic trig functions:
▶ Hyperbolic sine: sinh(u)
▶ Hyperbolic cosine: cosh(u)
▶ Hyperbolic tangent: tanh(u)
▶ Hyperbolic cosecant: csch(u)
▶ Hyperbolic secant: sech(u)
▶ Hyperbolic cotangent: coth(u)
Inverse hyperbolic trig functions:
▶ Inverse hyperbolic sine: asinh(u)
▶ Inverse hyperbolic cosine: acosh(u)
▶ Inverse hyperbolic tangent: atanh(u)
▶ Inverse hyperbolic cosecant: acsch(u)
▶ Inverse hyperbolic secant: asech(u)
▶ Inverse hyperbolic cotangent: acoth(u)
Special functions:
▶ Lambert-W function: W(u) or lambertW(u)
▶ Branched Lambert-W: W(u, branch) or lambertW(u, branch)
▶ Super square root (inverse of u^u): ssqrt(u)
▶ Gamma function: gamma(u) or Γ(u)
▶ Factorial function: u!
▶ Binomial function: bin(u, v) or binomial(u, v)
▶ Error function (coming soon): erf(u)
▶ Riemann-zeta function: zeta(u)
▶ Riemann-xi function: xi(u)
Comparisons:
▶ Equal: u == v
▶ Not equal: u != v
▶ Less: u < v
▶ Greater: u > v
▶ Less or equal: u <= v
▶ Greater or equal: u >= v
Logical operators:
▶ And: u & v
▶ Or: u | v
▶ Not: ~u
Auxiliary functions:
▶ Absolute value: abs(u)
▶ Complex argument: arg(u)
▶ Real part: x or re(u)
▶ Imaginary part: y or im(u)
▶ Complex conjugate: conj(u)
▶ Ceiling: ceil(u)
▶ Floor: floor(u)
▶ Minimum: min(u, v)
▶ Maximum: max(u, v)
Random functions:
▶ Random number in range: rand(min, max)
Constants:
▶ Imaginary unit: i or j = sqrt(-1)
▶ Euler's Number: e = 2.718281828…
▶ Pi: pi or π = 3.1415926535…
▶ Golden ratio: phi = (1 + sqrt(5))/2 = 1.6180339887…
Branch functions:
▶ If statement
▶ If-else statment
Definitions:
▶ Define your own variables
▶ Redefine your own variables
Iterated functions:
▶ Iterated function
▶ Summation
▶ Product
Screenshots








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Developer
- Ethan Fisher
- Platforms: Android Apps (2)
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Additional Information
- Version: New
- ID: com.fivemileview.conformalmaps
- Category:
Android Apps
›Education
- OS:
Android
- Content Rating:
Everyone
- Google Play Rating:
0
- Updated:
- Release Date:
«Complex Function Viewer (Confo» is a Education app for Android, developed by «Ethan Fisher». It was first released on and last updated on . This app is currently free to download. This app has not yet received any ratings or reviews on AppAgg. AppAgg continuously tracks the price history, ratings, and user feedback for «Complex Function Viewer (Confo». Subscribe to this app or follow its RSS feed to get notified about future discounts or updates.
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