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Complex Function Viewer (Conformal Maps) on Windows Pc

Developed By: Ethan Fisher

License: FREE

Rating: 0/5 - votes

Last Updated: 2020-10-27

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Size Vwd
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Category Education Apps

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Description:
Enter any equation of variable z and produce a complex ... [read more]

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Compatible with Windows 7/8/10 Pc & Laptop

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Compatible with Android

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Looking for a way to Download Complex Function Viewer (Conformal Maps) for Windows 10/8/7 PC? You are in the correct place then. Keep reading this article to get to know how you can Download and Install one of the best Education App Complex Function Viewer (Conformal Maps) for PC.

Most of the apps available on Google play store or iOS Appstore are made exclusively for mobile platforms. But do you know you can still use any of your favorite Android or iOS apps on your laptop even if the official version for PC platform not available? Yes, they do exits a few simple tricks you can use to install Android apps on Windows machine and use them as you use on Android smartphones.

Here in this article, we will list down different ways to Download Complex Function Viewer (Conformal Maps) on PC in a step by step guide. So before jumping into it, let’s see the technical specifications of Complex Function Viewer (Conformal Maps).

Complex Function Viewer (Conformal Maps) for PC – Technical Specifications

NameComplex Function Viewer (Conformal Maps)
Installations100+
Developed ByEthan Fisher

Complex Function Viewer (Conformal Maps) is on the top of the list of Education category apps on Google Playstore. It has got really good rating points and reviews. Currently, Complex Function Viewer (Conformal Maps) for Windows has got over 100+ App installations and 0 star average user aggregate rating points.

Complex Function Viewer (Conformal Maps) Download for PC Windows 10/8/7 Laptop:

Most of the apps these days are developed only for the mobile platform. Games and apps like PUBG, Subway surfers, Snapseed, Beauty Plus, etc. are available for Android and iOS platforms only. But Android emulators allow us to use all these apps on PC as well.

So even if the official version of Complex Function Viewer (Conformal Maps) for PC not available, you can still use it with the help of Emulators. Here in this article, we are gonna present to you two of the popular Android emulators to use Complex Function Viewer (Conformal Maps) on PC.

Complex Function Viewer (Conformal Maps) Download for PC Windows 10/8/7 – Method 1:

Bluestacks is one of the coolest and widely used Emulator to run Android applications on your Windows PC. Bluestacks software is even available for Mac OS as well. We are going to use Bluestacks in this method to Download and Install Complex Function Viewer (Conformal Maps) for PC Windows 10/8/7 Laptop. Let’s start our step by step installation guide.

  • Step 1: Download the Bluestacks 5 software from the below link, if you haven’t installed it earlier – Download Bluestacks for PC
  • Step 2: Installation procedure is quite simple and straight-forward. After successful installation, open Bluestacks emulator.
  • Step 3: It may take some time to load the Bluestacks app initially. Once it is opened, you should be able to see the Home screen of Bluestacks.
  • Step 4: Google play store comes pre-installed in Bluestacks. On the home screen, find Playstore and double click on the icon to open it.
  • Step 5: Now search for the App you want to install on your PC. In our case search for Complex Function Viewer (Conformal Maps) to install on PC.
  • Step 6: Once you click on the Install button, Complex Function Viewer (Conformal Maps) will be installed automatically on Bluestacks. You can find the App under list of installed apps in Bluestacks.

Now you can just double click on the App icon in bluestacks and start using Complex Function Viewer (Conformal Maps) App on your laptop. You can use the App the same way you use it on your Android or iOS smartphones.

If you have an APK file, then there is an option in Bluestacks to Import APK file. You don’t need to go to Google Playstore and install the game. However, using the standard method to Install any android applications is recommended.

The latest version of Bluestacks comes with a lot of stunning features. Bluestacks4 is literally 6X faster than the Samsung Galaxy J7 smartphone. So using Bluestacks is the recommended way to install Complex Function Viewer (Conformal Maps) on PC. You need to have a minimum configuration PC to use Bluestacks. Otherwise, you may face loading issues while playing high-end games like PUBG

Complex Function Viewer (Conformal Maps) Download for PC Windows 10/8/7 – Method 2:

Yet another popular Android emulator which is gaining a lot of attention in recent times is MEmu play. It is super flexible, fast and exclusively designed for gaming purposes. Now we will see how to Download Complex Function Viewer (Conformal Maps) for PC Windows 10 or 8 or 7 laptop using MemuPlay.

  • Step 1: Download and Install MemuPlay on your PC. Here is the Download link for you – Memu Play Website. Open the official website and download the software.
  • Step 2: Once the emulator is installed, just open it and find Google Playstore App icon on the home screen of Memuplay. Just double tap on that to open.
  • Step 3: Now search for Complex Function Viewer (Conformal Maps) App on Google playstore. Find the official App from Ethan Fisher developer and click on the Install button.
  • Step 4: Upon successful installation, you can find Complex Function Viewer (Conformal Maps) on the home screen of MEmu Play.

MemuPlay is simple and easy to use application. It is very lightweight compared to Bluestacks. As it is designed for Gaming purposes, you can play high-end games like PUBG, Mini Militia, Temple Run, etc.

Complex Function Viewer (Conformal Maps) for PC – Conclusion:

Complex Function Viewer (Conformal Maps) has got enormous popularity with it’s simple yet effective interface. We have listed down two of the best methods to Install Complex Function Viewer (Conformal Maps) on PC Windows laptop. Both the mentioned emulators are popular to use Apps on PC. You can follow any of these methods to get Complex Function Viewer (Conformal Maps) for Windows 10 PC.

We are concluding this article on Complex Function Viewer (Conformal Maps) Download for PC with this. If you have any queries or facing any issues while installing Emulators or Complex Function Viewer (Conformal Maps) for Windows, do let us know through comments. We will be glad to help you out!

We are always ready to guide you to run Complex Function Viewer (Conformal Maps) on your pc, if you encounter an error, please enter the information below to send notifications and wait for the earliest response from us.

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▶ New modulo operator: u % v
▶ Bug fixes.
Showing permissions for all versions of this app

    This app has access to:

  • Storage
  • modify or delete the contents of your USB storage.
    read the contents of your USB storage.
  • Photos/Media/Files
  • modify or delete the contents of your USB storage.
    read the contents of your USB storage.
  • Other
  • prevent device from sleeping.
Safe to Download

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Enter any equation of variable z and produce a complex function graph (conformal map) generated with domain coloring right on your device!

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