Maple vs. Mathematica
Maple and Mathematica are the software tools used for the mathematics, sciences and engineering fields. Maple and Mathematica are two different software. For symbolic and numeric computations about 190 probability distributions are supported by the Mathematica while Maple supports about 50 probability distributions. Maple supports computations on 17 different random process types while Mathematica supports 35 types. Mathematica supports eight colors for image processing while Maple supports four colors. Mathematica supports both 2D and 3D images while Maple only supports 2D images.
Key Differences
Mathematica supports both 2D and 3D images while Maple only supports 2D images.
Samantha Walker
Dec 12, 2015
Maple supports computations on 17 different random process types while Mathematica supports 35 types.
For symbolic and numeric computations about 190 probability distributions are supported by the Mathematica while Maple supports about 50 probability distributions.
Plain English can be used to instruct Mathematica but not for Maple.
Mathematica supports eight colors for image processing while Maple supports four colors.
For solving integral equations Maple is more powerful as compare to Mathematica.
Aimie Carlson
Dec 12, 2015
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Maple provide system for code generation in C, C#, Fortran, Java, Python, Perl and VisualBasic while Mathematica provide system for code generation only in C language.
Janet White
Dec 12, 2015
Real-time video streams can be read in Mathematica but not in Maple.
For solving equations, recurrence relations and simplification Mathematica is more powerful as compare to Maple.
Harlon Moss
Dec 12, 2015
Directed and undirected edges can’t be mixed in Maple graphs while they can be mixed in Mathematica.
Aimie Carlson
Dec 12, 2015
For solving partial differential equations, Mathematica has FEA solvers while Maple don’t has FEA solvers.
Aimie Carlson
Dec 12, 2015
In Maple, documents can’t be edited during computation while in Mathematica work can be done while waiting for result.
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Using a standard interface Mathematica provides 185 import/export filters while Maple provides 20 import/export filters.
Maple and Mathematica Definitions
Maple
Any of various chiefly deciduous trees or shrubs of the genus Acer of the Northern Hemisphere, having opposite, usually palmate leaves and fruits consisting of paired seeds attached to long wings.
Maple
The wood of any of these trees, especially the hard, close-grained wood of the sugar maple, often used for furniture and flooring.
Maple
The flavor of the concentrated sap of the sugar maple.
Maple
A tree of the genus Acer, characterised by its usually palmate leaves and winged seeds.
Maple
The wood of such a tree, prized for its hardness and attractive appearance
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Maple
A tree of the genus Acer, including about fifty species. Acer saccharinum is the rock maple, or sugar maple, from the sap of which sugar is made, in the United States, in great quantities, by evaporation; the red maple or swamp maple is Acer rubrum; the silver maple, Acer dasycarpum, having fruit wooly when young; the striped maple, Acer Pennsylvanium, called also moosewood. The common maple of Europe is Acer campestre, the sycamore maple is Acer Pseudo-platanus, and the Norway maple is Acer platanoides.
Maple
Wood of any of various maple trees; especially the hard close-grained wood of the sugar maple; used especially for furniture and flooring
Maple
Any of numerous trees or shrubs of the genus Acer bearing winged seeds in pairs; north temperate zone
What is Maple?
Maple is the software tool used for the mathematics, sciences and engineering fields. Maple supports about 50 probability distributions for symbolic and numeric computations. Maple supports four colors for image processing supporting 2D image.
What is Mathematica?
Mathematica is the software tool used for the mathematics, sciences and engineering fields. For symbolic and numeric computations about 190 probability distributions are supported by the Mathematica. Mathematica supports eight colors for image processing along with 2D and 3D images.
