Nonlinear equation system solver

No algorithm description given

Nonlinear equation system solver 1.Introduction Solve systems of non linear equations using Newton-Raphson numeric method. Complex numbers and these functions can be used. acsch( ) acsc ( ) csch ( ) csc ( ) atanh ( ) asec ( ) asinh ( ) atan ( ) acos ( ) asin ( ) sin ( ) cot ( ) asech ( ) acosh ( ) acsc ( ) sinh ( ) cosh ( ) tanh ( ) cos ( ) tan ( ) sech ( ) sec ( ) acoth ( ) acot ( ) sqrt ( ) log ( )               (Natural logarithm) log10 ( )  All the lower cas e letters of the alphabet except "i" can be used as variables. "i" is equal to sqrt(-1). If a upper-case letter or an function not listed above is used the result can be a error message or incorrect values for variables. 2.Examples 2.1.One equation: Input: "(x-2)^2-5*x=0" Output: {
	'Equation-solution':{
	 {'x':' 8.531128874149275 ','Yerror':' 0 '}
	}
	'Processing-info':{
		{'Processing-time':' 0 ms'},
		{'Numerical-method':'Newton-Raphson'},
		{'Author-homepage':'http://equation.luisvmf.com'}
	}
} 2.2.One equation with complex solution: Input: "(x-2)^2+5*x=0" Output: {
	'Equation-solution':{
	 {'x':' -0.5 - 1.936491673103708 i','Yerror':' 2e-15 + 2e-15 i'}
	}
	'Processing-info':{
		{'Processing-time':' 1 ms'},
		{'Numerical-method':'Newton-Raphson'},
		{'Author-homepage':'http://equation.luisvmf.com'}
	}
} 2.3.One equation with trigonometric functions: Input: "sin(cos(x))=x^2-3" Output: {
	'Equation-solution':{
	 {'x':' 1.695778689982138 ','Yerror':' 0 '}
	}
	'Processing-info':{
		{'Processing-time':' 1 ms'},
		{'Numerical-method':'Newton-Raphson'},
		{'Author-homepage':'http://equation.luisvmf.com'}
	}
} 2.4.Multiple equations: Input: "cos(x)-2*y^2=9*x,3.9*x^3-5*y+z=0,z-3=2*x+a,a-2=0" Output: {
	'Equation-solution':{
	 {'a':' 2 ','Yerror':' 0 '},
	 {'x':' -0.09479330494928301 ','Yerror':' 0 '},
	 {'y':' 0.961418281119315 ','Yerror':' 0 '},
	 {'z':' 4.810413390101433 ','Yerror':' 0 '}
	}
	'Processing-info':{
		{'Processing-time':' 1 ms'},
		{'Numerical-method':'Newton-Raphson'},
		{'Author-homepage':'http://equation.luisvmf.com'}
	}
}

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curl -X POST -d '{{input | formatInput:"curl"}}' -H 'Content-Type: application/json' -H 'Authorization: Simple YOUR_API_KEY' https://api.algorithmia.com/v1/algo/luisvmf/Nonlinearequationsystemsolver/0.1.0
View cURL Docs
algo auth
# Enter API Key: YOUR_API_KEY
algo run algo://luisvmf/Nonlinearequationsystemsolver/0.1.0 -d '{{input | formatInput:"cli"}}'
View CLI Docs
import com.algorithmia.*;
import com.algorithmia.algo.*;

String input = "{{input | formatInput:"java"}}";
AlgorithmiaClient client = Algorithmia.client("YOUR_API_KEY");
Algorithm algo = client.algo("algo://luisvmf/Nonlinearequationsystemsolver/0.1.0");
AlgoResponse result = algo.pipeJson(input);
System.out.println(result.asJsonString());
View Java Docs
import com.algorithmia._
import com.algorithmia.algo._

val input = {{input | formatInput:"scala"}}
val client = Algorithmia.client("YOUR_API_KEY")
val algo = client.algo("algo://luisvmf/Nonlinearequationsystemsolver/0.1.0")
val result = algo.pipeJson(input)
System.out.println(result.asJsonString)
View Scala Docs
var input = {{input | formatInput:"javascript"}};
Algorithmia.client("YOUR_API_KEY")
           .algo("algo://luisvmf/Nonlinearequationsystemsolver/0.1.0")
           .pipe(input)
           .then(function(output) {
             console.log(output);
           });
View Javascript Docs
var input = {{input | formatInput:"javascript"}};
Algorithmia.client("YOUR_API_KEY")
           .algo("algo://luisvmf/Nonlinearequationsystemsolver/0.1.0")
           .pipe(input)
           .then(function(response) {
             console.log(response.get());
           });
View NodeJS Docs
import Algorithmia

input = {{input | formatInput:"python"}}
client = Algorithmia.client('YOUR_API_KEY')
algo = client.algo('luisvmf/Nonlinearequationsystemsolver/0.1.0')
print algo.pipe(input)
View Python Docs
library(algorithmia)

input <- {{input | formatInput:"r"}}
client <- getAlgorithmiaClient("YOUR_API_KEY")
algo <- client$algo("luisvmf/Nonlinearequationsystemsolver/0.1.0")
result <- algo$pipe(input)$result
print(result)
View R Docs
require 'algorithmia'

input = {{input | formatInput:"ruby"}}
client = Algorithmia.client('YOUR_API_KEY')
algo = client.algo('luisvmf/Nonlinearequationsystemsolver/0.1.0')
puts algo.pipe(input).result
View Ruby Docs
use algorithmia::*;

let input = {{input | formatInput:"rust"}};
let client = Algorithmia::client("YOUR_API_KEY");
let algo = client.algo('luisvmf/Nonlinearequationsystemsolver/0.1.0');
let response = algo.pipe(input);
View Rust Docs
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