App Intel

TTable Minimiser Live

HakaSoft Software5 apps · 2.2K installsEducationFreecom.hakasoft.TTableMinimiser

Application to Minimise a Boolean Truth Table utilising KMaps or Quine-McCluskey

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Total installs
294
exact · Play shows 100+
Installs / day
—
measured after our second crawl (about a day)
Rating
—★
— ratings · — reviews
Released
12 Sept 2020
6.1y ago
Last update
19 Jul 2023
v2.0.0 · 3.2y ago
Countries
—
not checked yet

Install history

exact counter from Google Play
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Installs per day · last 90 days

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Change timeline

No changes recorded yet. We compare every crawl with the previous one and list title, icon, screenshots, description, version, price and availability changes here.

Country availability

Availability has not been checked for this app yet. “Check all countries” looks the app up in about 140 Google Play storefronts and shows where it is live, listed but not installable, or missing — plus any country-specific (custom) store listings.

Top countries

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We estimate where downloads come from using the app’s position in Google Play’s top charts in about 140 countries. This app is not in any chart we have collected yet; the estimate appears as soon as it is.

Top chart positions

Not in any tracked top chart.

App manifest

Read this app's manifest from Google Play: permissions, declared SDKs, components and AdMob app ID. Saved analysis appears here automatically.

Manifest analysis reads only the required APK ranges. Base APK downloads may need separate device splits to install.

Store listing

Full description
TRUTH TABLE MINIMISER This application is designed to Minimise a Boolean Truth Table (from 2 to 8 variables) to its simplest form, utilising either a Karnaugh Map or the Quine-McCluskey algorithm. This application is Free and does NOT contain any adverts or in-app purchases. The Karnaugh Map (KMap) procedure can also provide ALL the possible equivalent minimised solutions (obtained by Petrick's method). Note that due to 2D graphical constraints, only Karnaugh Maps of 2 to 4 variables can be shown. The Quine-McCluskey solution (for 2 to 8 variables) provides all the algorithm steps including the "Prime Implicant Table" and the "Minimal Covering Table". The final digital circuit of the solution is then provided, and the circuit is available in both the AND-OR and the NAND-NAND circuit equivalents. The app requires NO permissions.

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