## bcParserX - Math Expression Parser COM Component 3.3

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### bcParserX - Math Expression Parser COM Component 3.3 Ranking & Summary

User Review:
1 (1 times)

File size:
613K

Platform:
Windows 9X/ME/NT/2K/2003/XP/Vista

License:
Shareware

Price:
$19.95

Downloads:
1733

Date added:
2005-10-22

Publisher:
BESTCODE.COM

### bcParserX - Math Expression Parser COM Component 3.3 description

This is a small COM component and C DLL to parse mathematical expressions.

Features are:

*Easy to use, simple class API.

*Comes with predefined functions.

*Users can create custom functions/variables.

*Optimization: Constant expression elimination for repeated tasks.

*Operators: +, -, /, *, ^

*Logical Operators: <, >, =,<>,>=,<= &, |, ! [less, greater, equal, and, or, not] [IF(a,b,c) is also supported]

*Paranthesis: (, {, [

*Scientific notation, eg: 4.27E-3

*Functions in the form of: f(x), f(x,y), f(x,y,z)

*List of predefined functions is available in the documentation.

*It does not require any other DLLs.

An example of a simple expression is : LN(X)+SIN(10/2-5)

When parsed, this expression will be represented as: since the SIN(10/2-5) is in fact SIN(0) which is a constant and is 0.

Thus, in a loop, if you change the value of X and ask for the value of the expression, it will be evaluated quite fast since SIN(10/2-5) is not dependent on X.

X and Y are predefined variables. You can create your own variables as needed.

There are many predefined mathematical functions. They are listed in documentation. You can create your functions as needed.

Features are:

*Easy to use, simple class API.

*Comes with predefined functions.

*Users can create custom functions/variables.

*Optimization: Constant expression elimination for repeated tasks.

*Operators: +, -, /, *, ^

*Logical Operators: <, >, =,<>,>=,<= &, |, ! [less, greater, equal, and, or, not] [IF(a,b,c) is also supported]

*Paranthesis: (, {, [

*Scientific notation, eg: 4.27E-3

*Functions in the form of: f(x), f(x,y), f(x,y,z)

*List of predefined functions is available in the documentation.

*It does not require any other DLLs.

An example of a simple expression is : LN(X)+SIN(10/2-5)

When parsed, this expression will be represented as: since the SIN(10/2-5) is in fact SIN(0) which is a constant and is 0.

Thus, in a loop, if you change the value of X and ask for the value of the expression, it will be evaluated quite fast since SIN(10/2-5) is not dependent on X.

X and Y are predefined variables. You can create your own variables as needed.

There are many predefined mathematical functions. They are listed in documentation. You can create your functions as needed.

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