| 📰 Title: | KmPlot | 🕹️ / 🛠️ Type: | Game |
|---|---|---|---|
| 🗃️ Genre: | Puzzle | 👁️ Visual: | 2D |
| 🏷️ Category: | Puzzle ➤ E-learning ➤ Mathematics | 🏝️ Perspective: | Third person |
| 🔖 Tags: | Puzzle; E-learning; Mathematics | ⏱️ Pacing: | Real Time |
| 🐣️ Approx. start: | 👫️ Played: | Single | |
| 🐓️ Latest: | 🚦 Status: | 04. Released (status) | |
| 📍️ Version: | Follows KDE Desktop environment version | ❤️ Like it: | 9. ⏳️ |
| 🏛️ License type: | 🕊️ Libre | 🎀️ Quality: | 7. ⏳️ |
| 🏛️ License: | GPL-2+ | ✨️ (temporary): | |
| 🐛️ Created: | 2019-03-02 | 🐜️ Updated: | 2024-06-29 |
| 📦️ Package name: | kmplot | ..... 📦️ Arch: | |
|---|---|---|---|
| 📄️ Source: |  |
..... 📦️ RPM: | |
| ⚙️ Generic binary: | ..... 📦️ Deb: | |
|
| 🌍️ Browser version: | ..... 📦️ AppImage: | ||
| 📱️ PDA support: | ..... 📦️ Flatpak: | |
|
| ✨️ Not use: | ..... 📦️ Snap: |
| 📰 What's new?: | 👔️ Already shown: | ||
|---|---|---|---|
| 💡 Lights on: | 💭️ New version published (to be updated): | ||
| 🎨️ Significant improvement: | 🦺️ Work in progress: | ||
| 🎖️ This work: |  |
🚧️ Some work remains to be done: | |
| 👫️ Contrib.: | goupildb & Louis | 👻️ Temporary: | |
| 🎰️ ID: | 15549 |
| 📜️[en]: | A libre and multi-platform mathematical analyzer to draw graphics, their integrals or their derivatives. It supports different coordinate systems (Cartesian, parametric, polar, implicit, differential), offers graphics that can be colorized, has highly configurable visuals (plot line, axes, grid, zoom), allows to save/load (XML format), to export its graphics in different formats (bitmap or vector) and has various ancillary tools (minimum / maximum, area drawing between the function and the y axis, etc.). | 📜️[fr]: | Un analyseur mathématique libre et multi-plateforme permettant de tracer des graphiques, leurs intégrales ou leurs dérivés. Il supporte différents systèmes de coordonnées (cartésien, paramétrique, polaire, implicite, différentiel), offre des graphiques pouvant être colorisés, dispose de visuels hautement configurables (tracé, axes, grille, zoom), permet l'enregistrement (format XML) et l'export bitmap ou vectoriel de ses graphiques et divers outils annexes (minimum/maximum, dessin de zone entre la fonction et l'axe y, ...). |
|---|
🦝️ From Users: (202xxx♺), (202xxx♺), (202xxx♺),
🏡️ Website & videos
[Homepage] [Dev site] [Features/About] [Screenshots] [Videos t(202xxx) gd(202xxx) gu(202xxx) r(202xxx) lp(202xxx) g(202xxx♺) g(202xxx♺) g[fr](202xxx) g[de](202xxx♺) g[ru](202xxx) g[pl](202xxx) g[cz](202xxx) g[sp](202xxx♺) g[sp](202xxx♺) g[sp](202xxx♺) g[pt](202xxx♺) g[it](202xxx) g[tr](202xxx)] [WIKI] [FAQ] [RSS] [Changelog 1 2 3]
💰 Commercial
• (empty)
🍩️ Resources
• (empty, license): [Homepage] [Dev site] 🎬️ g(202xxx)
🛠️ Technical informations
[Open Hub] [PCGamingWiki] [MobyGames]
🦣️ Social
Devs (KmPlot Team [fr] [en]): [Site 1 2] [Chat] [mastodon] [PeerTube] [YouTube] [PressKit] [Interview 1(202xxx) 2(202xxx)]
Devs (KDE 1 2 [fr] [en]): [Site 1 2] [Support their work (Donate)] [Chat] [mastodon] [vk] [X] [Facebook] [PeerTube] [YouTube] [reddit] [PressKit] [Interview 1(Matthias Ettrich, Founder of KDE) (202111) 2(202xxx)]
The Project: [Blog] [Forums] [mastodon] [PeerTube] [YouTube] [PressKit] [reddit] [Discord]
🐝️ Related
[Wikipedia (KmPlot) [fr] [en] [de]]
[Wikipedia (KDE Education Project) [fr] [en] [de]]
[Debian/Ubuntu]
📦️ Misc. repositories
[Repology] [pkgs.org] [Generic binary] [Arch Linux / AUR] [openSUSE] [Debian/Ubuntu] [Flatpak] [AppImage(author's repo)] [Snap] [PortableLinuxGames]
🕵️ Reviews
[HowLongToBeat] [metacritic] [OpenCritic] [iGDB]
📰 News / Source of this Entry (SotE) / News (SotN)
🕊️ Source of this Entry: [Site (date)]
🦣️ Social Networking Update (on mastodon)
🕹️ Title:
🦊️ What's:
🏡️
🐣️
🔖
📦️
📖 Our entry: https://www.lebottindesjeuxlinux.tuxfamily.org/en/online/lights-on/
🥁️ Update:
⚗️
📌️ Changes:
🦣️ From: 🛜️
🏝️ https://www.youtube.com/embed/
🦉️ https://www.youtube.com/embed/
🦝️ https://www.youtube.com/embed/
🦝️ https://www.youtube.com/embed/
🕵️ https://www.youtube.com/embed/
🕯️https://www.youtube.com/embed/
🕯️https://www.youtube.com/embed/
🎲️ https://www.youtube.com/embed/
🎲️ https://www.youtube.com/embed/
🎲️ https://www.youtube.com/embed/
🎲️[fr] https://www.youtube.com/embed/
🎮️ https://www.youtube.com/embed/
🎮️ https://www.youtube.com/embed/
🐧https://www.youtube.com/embed/
🐧https://www.youtube.com/embed/
🕶️
📚️ Name is a
📜️ "blabla" 📜️
KmPlot is a program to draw graphs, their integrals or derivatives. It supports different systems of coordinates like the Cartesian or the polar coordinate system. The graphs can be colorized and the view is scalable, so that you are able to zoom to the level you need.
Features
• powerful mathematical parser
• precise metric printing
• different plot types
⚬ cartesian
⚬ parametric
⚬ polar
⚬ implicit
⚬ differential
• highly configurable visual settings (plot line, axes, grid)
• export to bitmap format (BMP and PNG) and scalable vector graphics (SVG)
• save/load complete session in readable xml format
• trace mode: cross hair following plot, coordinates shown in the status bar
• support zooming
• ability to draw the 1st and 2nd derivative and the integral of a plot function
• support user defined constants and parameter values
• various tools for plot functions
⚬ find minimum/maximum point
⚬ get y-value and draw the area between the function and the y-axis
🍥️ Debian:
Mathematical function plotter for KDE
KmPlot is a powerful mathematical plotter KDE, capable of plotting multiple functions simultaneously and combining them into new functions.
Cartesian, parametric, and differential functions are supported, as well as functions using polar coordinates. Plots are printed with high precision at the correct aspect ratio.
KmPlot also provides numerical and visual features such as filling and calculating the area between the plot and the first axis, finding maxima and minima, changing function parameters dynamically, and plotting derivatives and integral functions.
This package is part of the KDE education module.
🌍️ Wikipedia:
KmPlot is a mathematical function plotter for the KDE Desktop. It has a powerful built-in parser. The graphs can be colorized and the view is scalable, so that you are able to zoom to the level you need. Users can plot different functions simultaneously and combine them to build new functions. It also provides some numerical and visual features like:
• Filling and calculating the area between the plot and the first axis
• Finding maximum and minimum values
• Changing function parameters dynamically
• Plotting derivatives and integral functions.
Functions
KmPlot works with several different types of functions, which can be written in function form or as an equation:
• Cartesian plots can be written either as e.g. ‘y = xˆ2’, where x has to be used as the variable or as e.g. ‘f(a) = aˆ2’, where the name of the variable is arbitrary.
• Parametric plots are similar to Cartesian plots. The x and y coordinates can be entered as equations in t, e.g. ‘x = sin(t)’, ‘y = cos(t)’, or as functions, e.g. ‘f_x(s) = sin(s)’, ‘f_y(s) = cos(s)’.
• Polar plots are also similar to Cartesian plots. They can be entered either as an equation in j, e.g. ‘r = j’, or as a function, e.g. ‘f(x) = x’.
• For implicit plots, the name of the function is entered separately from the expression relating the x and y coordinates. If the x and y variables are specified via the function name (by entering e.g. ‘f(a,b)’ as the function name), then these variables will be used. Otherwise, the letters x and y will be used for the variables.
• Explicit differential plots are differential equations whereby the highest derivative is given in terms of the lower derivatives. Differentiation is denoted by a prime (’). In function form, the equation will look like ‘f”(x) = f’f’. In equation form, it will look like ‘y” = y’ y’. Note that in both cases, the ‘(x)’ part is not added to the lower order differential terms (so one would enter ‘f’(x) = f’ and not ‘f’(x) = f(x)’).
Developers
• Klaus-Dieter Möller - Original Author
• Matthias Meßmer - GUI
• Fredrik Edemar - Various improvements
• David Saxton - Porting to Qt 4, UI improvements, features
Un analyseur mathématique permettant de dessiner des graphiques, par la KmPlot Team.
KmPlot est un analyseur mathématique libre et multi-plateforme permettant de tracer des graphiques, leurs intégrales ou leurs dérivés. Il supporte différents systèmes de coordonnées (cartésien, paramétrique, polaire, implicite, différentiel), offre des graphiques pouvant être colorisés, dispose de visuels hautement configurables (tracé, axes, grille, zoom), permet l'enregistrement (format XML) et l'export bitmap ou vectoriel de ses graphiques et divers outils annexes (minimum/maximum, dessin de zone entre la fonction et l'axe y, ...).
KmPlot est un programme permettant de dessiner des graphiques, leurs intégrales ou leurs dérivés. Il supporte différents systèmes de coordonnées comme le système de coordonnées cartésien ou polaire. Les graphiques peuvent être colorisés et la vue est évolutive pour vous permettre de zoomer sur le niveau souhaité.
Caractéristiques
• puissant analyseur mathématique
• impression métrique précise
• différents types de traçage
⚬ cartésien
⚬ paramétrique
⚬ polaire
⚬ implicite
⚬ différentiel
• paramètres visuels hautement configurables (tracé, axes, grille)
• exporter au format bitmap (BMP et PNG) et en graphiques vectoriels scalaires (SVG)
• sauvegarder / charger la session complète dans un format xml lisible
• Mode Trace: tracé du réticule suiveur, coordonnées affichées dans la barre d'état.
• prise en charge du zoom
• capacité à dessiner les dérivées 1 et 2 et l'intégrale d'une fonction de tracée
• prend en charge les constantes et les valeurs de paramètre définies par l'utilisateur
• divers outils pour les fonctions de tracé
⚬ Trouver le point minimum / maximum
⚬ obtenir la valeur y et dessiner la zone entre la fonction et l'axe des y
🍥️ Debian:
Traceur de fonctions mathématiques pour KDE
KmPlot est un traceur mathématique puissant pour KDE. Il peut tracer plusieurs fonctions simultanément et les combiner dans de nouvelles fonctions.
Les fonctions cartésiennes, paramétriques et différentielles sont gérées, tout comme les fonctions qui utilisent des coordonnées polaires. Les points sont affichés avec une grande précision dans un ratio correct.
KmPlot fournit également des fonctionnalités numériques et visuelles, comme le remplissage et le calcul d'aire entre les points et le premier axe, la recherche de maxima et minima, le changement dynamique des paramètres d'une fonction, le tracé des fonctions dérivées et intégrales.
Ce paquet fait partie du module éducatif de KDE.