A

add(RectangularMatrix&,RectangularMatrix&,RectangularMatrix&) - static function in class RectangularMatrix

Suma las matrices, regresa una nueva matriz con el resultado.

areAlmostEqual(double,double) - member function in (mathpos globals)

Si alguno es casi cero, la comparacion es absoluta.

Array1DPos - class in mathpos

Reservar memoria.

~Array1DPos() - constructor in class Array1DPos

Libera memoria de un arreglo unidimensional.

Array1DPos(int) - constructor in class Array1DPos

Por omision, se usa logica 0.

Array1DPos(int,int) - constructor in class Array1DPos

Reserva memoria para un arreglo unidimensional que permite indices negativos.

Array2DPos - class in mathpos

Reservar memoria.

~Array2DPos() - constructor in class Array2DPos

Libera memoria de un arreglo bidimensional de double.

Array2DPos(int,int) - constructor in class Array2DPos

Array2DPos(int,int,int,int) - constructor in class Array2DPos

Reserva memoria para un arreglo bidimensional que permite indices negativos.

B

boolString(bool) - member function in (utilpos globals)

Muestra "true" o "false, dependiendo del valor del parametro.

Parameters:

var - Variable booleana.

Returns:

Cadena con el valor de la variable.

BuilderPos - class in utilpos

Reservar memoria.

C

calculateClassFrontiers(int,float,float,float) - member function in (mathpos globals)

calculateClassFrontiers(int,float,float,float*) - member function in (mathpos globals)

Busca las fronteras entre las marcas de clase.

calculateClassMarks(int,float,float,float) - member function in (mathpos globals)

calculateClassMarks(int,float,float,float*) - member function in (mathpos globals)

Busca las marcas de clase.

calculateMachineps() - member function in (mathpos globals)

Calcula la precision actual de la computadora.

calculateMeanMinMax2D(float**,int,int,double&,float&,float&) - member function in (mathpos globals)

Se incluye el borde.

calculateMu(double,double) - member function in (mathpos globals)

computes shift value (mu_c) used in modified newton method to build Hc = (Nabla^2)(f)(xc) + mu_c * I

Parameters:

l - Lower boundaries for the eigenvalues of (Nabla^2)(f)(xc).

chartDoglegFile(VectorDouble&,VectorDouble&,VectorDouble&,TChart*) - member function in (numericalap globals)

Parameters:

xc - Contiene a, b, c

checkFactorizeCholesky(int,SquaredMatrix&,SquaredMatrix&) - member function in (numericalap globals)

Checa parametros: dimensiones, rangos, divisiones entre cero

checkFiniteHessianFunction(int,VectorDouble&,double,FunctionND_1D&,VectorDouble&,SquaredMatrix&,double) - member function in (numericalap globals)

Checa parametros: dimensiones, rangos, divisiones entre cero

checkFiniteHessianGradients(int,VectorDouble&,VectorDouble&,FunctionND&,VectorDouble&,SquaredMatrix&,double) - member function in (numericalap globals)

Checa parametros: dimensiones, rangos, divisiones entre cero

checkFiniteNewtonDogLeg(int,VectorDouble&,double&,FunctionND_1D&,VectorDouble&,int,double,double,double&,double,int,int,string) - member function in (numericalap globals)

Checa parametros: dimensiones, rangos.

checkForwardGradient(int,VectorDouble&,double,FunctionND_1D&,VectorDouble&,VectorDouble&,double) - member function in (numericalap globals)

Checa parametros: dimensiones, rangos, divisiones entre cero

checkLogisticNewtonDogLeg(int,VectorDouble&,VectorDouble&,VectorDouble&,double&,VectorDouble&,int,double,double,double&,double,int,int,string) - member function in (numericalap globals)

Checa parametros: dimensiones, rangos.

clean() - member function in class RectangularMatrix

Limpia la matriz.

clean() - member function in class Array2DPos

Asigna ceros a todos los elementos.

clean() - member function in class VectorDouble

Limpia el vector con 0.0.

clean() - member function in class Array1DPos

columns - member variable in class MatrixDouble

Numero logico de columnas.

condition() - member function in class SquaredMatrix

Estima el numero de condicion "l1" de una matriz triangular superior "R", usando el algoritmo contenido en Cline, Moler, Sterwart, Wilkinson [1979].

convert_matrix() - member function in (adjustedrecipes globals)

convert_matrix(double*,long,long,long,long) - member function in (adjustedrecipes globals)

CoordinatePos - class in mathpos

Convierte coordenadas logicas(double) a graficas(int).

CoordinatePos(double,double,double,double,int,int,int,int) - constructor in class CoordinatePos

Construye.

copyFrom(RectangularMatrix&) - member function in class RectangularMatrix

Copia los datos a la matriz actual.

copyFrom(VectorDouble&) - member function in class VectorDouble

Asume dimensiones y logica iguales.

countFrequency2D(float**,int,int,float,float,float*,long*,int) - member function in (mathpos globals)

Cuenta el numero de datos de cada clase en un cierto intervalo para un arreglo bidimensional.

createRMatrix(SquaredMatrix&,VectorDouble&) - member function in class SquaredMatrix

Forma la matriz R en la actual de la factorizacion QR, en base a la original A y la diagonal.

cumulativeFrequency(float*,int,float*) - member function in (mathpos globals)

Parameters:

pRelFreq - Arreglo con las frecuencias relativas.

cvector() - member function in (adjustedrecipes globals)

cvector(long,long) - member function in (adjustedrecipes globals)

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D

deleteArray() - member function in class Array1DPos

deleteArray() - member function in class Array2DPos

Libera memoria.

deleteArray() - member function in class VectorDouble

Usado por RectangularMatrix::deleteRectangular.

deleteArray2D(TC**,int) - member function in (mathpos globals)

Libera memoria de un arreglo bidimensional de double.

deleteDouble2D(double**,int) - member function in (mathpos globals)

Libera memoria de un arreglo bidimensional de double.

deleteFloat2D(float**,int) - member function in (mathpos globals)

Libera memoria de un arreglo bidimensional de float.

deleteRectangular() - member function in class RectangularMatrix

Usado por destructor y resize.

diagonalProduct(VectorDouble&) - member function in class VectorDouble

Toma el vector actual como si fuera una matriz diagonal.

dmatrix() - member function in (adjustedrecipes globals)

dmatrix(long,long,long,long) - member function in (adjustedrecipes globals)

dmaxarg1 - static variable in (adjustedrecipes globals)

dmaxarg2 - static variable in (adjustedrecipes globals)

dminarg1 - static variable in (adjustedrecipes globals)

dminarg2 - static variable in (adjustedrecipes globals)

dominantEigenValue(VectorDouble&,int,int,SquaredMatrix&,VectorDouble&) - member function in class SquaredMatrix

Realiza M pasos iterativos del metodo de la potencia para obtener el eigenvalor dominante de la matriz actual.

doubleDogLegDriver(int,VectorDouble&,double,FunctionND_1D&,VectorDouble&,SquaredMatrix&,VectorDouble&,VectorDouble&,double,double,double&,int&,VectorDouble&,double&,bool&,bool&,int,int) - member function in (numericalap globals)

Busca una x+ en la curva double dogleg tal que f(x+) <= f(xc) + ag^T (x+ - xc) (se usa alfa = 10^-4) y un taman~o de paso escalado steplength = delta, iniciando con la entrada delta pero incrementando o decrementando delta si es necesario. Tambien, produce una region de confianza inicial delta para la siguiente iteracion. Se llama al algoritmo A6.4.4. y A6.4.5 A6.4.4. para el taman~o de paso. A6.4.5. Aceptar Usa logica uno.

Parameters:

n - Taman~o de vectores y matrices. No se checan dimensiones.

xc - Vector con punto de prueba inicial. De aqui se toma la dimension

fc - Evaluacion de la funcion en xc.

theFunction - Nombre de la funcion. F:R^n->R.

doubleDogLegStep(int,VectorDouble&,SquaredMatrix&,VectorDouble&,VectorDouble&,double,double,double&,bool&,double&,double&,VectorDouble&,VectorDouble&,VectorDouble&,bool&,int,int) - member function in (numericalap globals)

Busca una solucion aproximada a min g^T s + 1/2 s^T L L^T s s E R^n sujeto a ||Dx s||2 <= delta mediante la seleccion de s en la curca del double dogleg descrito abajo de tal forma que ||Dx s||2 = delta, o s = SN si Newtlen <= delta. (Dx = diag ((Sx)1, ..., (sx)n). Logica uno.

Parameters:

n - Taman~o de vectores y matrices. No se checan dimensiones.

g - Gradiente

L - Triangular inferior. Se usa para construir el inverso de la Hessiana.

sN - = - (L L^T)^-1 g)

Sx

Newtlen - = ||Dx sN||2

maxstep - Maximo taman~o de paso. Dado por QuasiNewton

delta - in/out

firstdog - in/out false: Cauchylen, eta, sSD, v tendran valores actuales en in/out. true: Los parametros mencionados no se tomaran en cuenta. Inicializa los parametros.

Cauchylen - in/out

eta - in/out gamma <= eta <=1

sSD - in/out

v - in/out

s - return Paso escogido

Newttaken - return true: Se usa el paso de Newton false: se usa el dogleg step

See Also:

A6.4.4. DOGSTEP pagina 336

dsqrarg - static variable in (adjustedrecipes globals)

dvector() - member function in (adjustedrecipes globals)

dvector(long,long) - member function in (adjustedrecipes globals)

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E

eigenPower(SquaredMatrix&,int,int) - member function in (numericalap globals)

Realiza M pasos iterativos del metodo de la potencia para obtener el eigenvalor dominante de la matriz A.

evaluate(VectorDouble&) - member function in class FunctionND_1D

Interfaz para evaluar funcion en n dimensiones.

evaluate(VectorDouble&) - member function in class LeastSquareFunction

evaluate(VectorDouble&,VectorDouble&) - member function in class FunctionG

evaluate(VectorDouble&,VectorDouble&) - member function in class FunctionND

Interfaz para evaluar funcion en n dimensiones.

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F

f3tensor() - member function in (adjustedrecipes globals)

f3tensor(long,long,long,long,long,long) - member function in (adjustedrecipes globals)

factorizeCholesky(int,SquaredMatrix&,SquaredMatrix&) - member function in (numericalap globals)

Obtiene la factorizacion de Cholesky.

FILE_LOG - member variable in (utilpos globals)

fill(double) - member function in class RectangularMatrix

Llena la matriz con el valor indicado.

fill(double) - member function in class VectorDouble

Llena el vector con el valor indicado.

findMaxLimitEigenValue() - member function in class SquaredMatrix

Calcula la cota superior de los eigen valores de una matriz simetrica.

findMinLimitEigenValue() - member function in class SquaredMatrix

Calcula la cota inferior de los eigen valores de una matriz simetrica.

findMinMax2D(float**,int,int,float&,float&) - member function in (mathpos globals)

Se incluye el borde.

finiteHessianFunction(int,VectorDouble&,double,FunctionND_1D&,VectorDouble&,SquaredMatrix&,double) - member function in (numericalap globals)

Calcula una aproximacion hacia adelante mediante diferencias finitas hacia la hessiana (grad^2(f(xc)) usando solo los valores de f(xc). Uso: fc = func.evaluate(xc); // debe ser parametro, modularidad libro finiteHessianFunction(xc, fc, Sx, func, H, 1e-8); H.upperTriangularToSymmetric(); // si desea matriz rellena Solo la diagonal y el triangulo superior de H fueron ocupados, debido a que estas son las unicas porciones de H que son referenciadas por el resto del sistema de algoritmos. No necesita cambios, si se desea economizar el almacenaminto. ei es el i-esimo vector unitario.

Parameters:

n - Taman~o de vectores y matrices. No se checan dimensiones.

xc - Vector con punto de prueba inicial. De aqui se toma la dimension

fc - Evaluacion de la funcion en xc.

Sx - Escala. Valores usuales.

theFunction - Nombre de la funcion. F:R^n->R. FN.

H - return. Aproximacion a la matriz hessiana simetrica ( equiv grad^2(f(xc)) ). No resize.

eta - Precision de la maquina. Omision: mathpos::MACHEPS.

See Also:

A5.6.2 (FDHESSF). Dennis. Pagina 321. Probar con ejemplo 4.1.6. pag 72.

finiteHessianFunctionCubic(int,VectorDouble&,double,FunctionND_1D&,VectorDouble&,SquaredMatrix&,double) - member function in (numericalap globals)

finiteHessianFunctionSquare(int,VectorDouble&,double,FunctionND_1D&,VectorDouble&,SquaredMatrix&,double) - member function in (numericalap globals)

finiteHessianGradients(int,VectorDouble&,VectorDouble&,FunctionND&,VectorDouble&,SquaredMatrix&,double) - member function in (numericalap globals)

Calcula una aproximacion hacia adelante mediante diferencias finitas hacia la matriz Hessiana (grad^2(f(xc)) usando valores analiticos del gradiente (grad(f(xc)). Uso: func.evaluate(xc, g); finiteHessianGradients(n, xc, g, func, Sx, H); Solo la diagonal y el triangulo superior de H tienen valores correctos despues de regresar del algoritmo, debido a que estas son las unicas porciones de H que son referenciadas por el resto del sistema de algoritmos. De cualquier forma, le matriz completa H es usada como un paso intermedio. No necesita cambios, si se desea economizar el almacenaminto.

Parameters:

xc - Vector con punto de prueba inicial. De aqui se toma la dimension

grad - Funcion gradiente. grad(f) : R^n -> R^n

g - grad(f(xc)) Evaluacion del gradiente.

Sx - Escala de xc.

H - return. Matriz hessiana simetrica ( equiv grad^2(f(xc)) )

eta - Precision de la maquina. Omision: mathpos::MACHEPS.

See Also:

Pagina 320 Algoritmo A5.6.1 (FDHESSG). Ejemplo 4.1.3 pag 72.

finiteNewtonDogLeg(int,VectorDouble&,double&,FunctionND_1D&,VectorDouble&,int,double,double,double&,double,int,int,string) - member function in (numericalap globals)

Aproximacion por diferencias finitas por el metodo de quasi Newton Para la decision del paso elige entre elpaso de Newton o el DogLeg.

FormDogleg - member variable in (OptDoglegGraph globals)

forwardGradient(int,VectorDouble&,double,FunctionND_1D&,VectorDouble&,VectorDouble&,double) - member function in (numericalap globals)

Calcula una aproximacion hacia adelante hacia el gradiente grad(f(xc)) usando solo los valores de f(xc).

free_convert_matrix() - member function in (adjustedrecipes globals)

free_convert_matrix(double**,long,long,long,long) - member function in (adjustedrecipes globals)

free_cvector() - member function in (adjustedrecipes globals)

free_cvector(unsigned,long,long) - member function in (adjustedrecipes globals)

free_dmatrix() - member function in (adjustedrecipes globals)

free_dmatrix(double**,long,long,long,long) - member function in (adjustedrecipes globals)

free_dvector() - member function in (adjustedrecipes globals)

free_dvector(double*,long,long) - member function in (adjustedrecipes globals)

free_f3tensor() - member function in (adjustedrecipes globals)

free_f3tensor(double***,long,long,long,long,long,long) - member function in (adjustedrecipes globals)

free_imatrix() - member function in (adjustedrecipes globals)

free_imatrix(int**,long,long,long,long) - member function in (adjustedrecipes globals)

free_ivector() - member function in (adjustedrecipes globals)

free_ivector(int*,long,long) - member function in (adjustedrecipes globals)

free_lvector() - member function in (adjustedrecipes globals)

free_lvector(unsigned,long,long) - member function in (adjustedrecipes globals)

free_matrix() - member function in (adjustedrecipes globals)

free_matrix(double**,long,long,long,long) - member function in (adjustedrecipes globals)

free_submatrix() - member function in (adjustedrecipes globals)

free_submatrix(double**,long,long,long,long) - member function in (adjustedrecipes globals)

free_vector() - member function in (adjustedrecipes globals)

free_vector(double*,long,long) - member function in (adjustedrecipes globals)

FunctionG - class in numericalap

FunctionND - class in functionnd

Interfaz de funciones de varias dimensiones.

FunctionND_1D - class in functionnd

Interfaz de funciones de varias dimensiones a una dimension.

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G

gC() - member function in class Array2DPos

generalNorm(double) - member function in class VectorDouble

Calcula la norma del minimo residuo absoluto || v ||p lp General norm * @param p p=[1, infinity) No lo checa.

getArrayOrigin() - member function in class Array1DPos

getArrayOrigin() - member function in class Array2DPos

getColumns() - member function in class Array2DPos

getColumns() - member function in class MatrixDouble

Obtiene las columnas.

getFirst() - member function in class Array1DPos

getFirstColumn() - member function in class Array2DPos

getFirstRow() - member function in class Array2DPos

getLast() - member function in class Array1DPos

getLastColumn() - member function in class Array2DPos

getLastRow() - member function in class Array2DPos

getLogic() - member function in class VectorDouble

Returns:

Logica del vector.

getLogic() - member function in class MatrixDouble

Obtiene la logica.

getRows() - member function in class Array2DPos

getRows() - member function in class MatrixDouble

Obtiene los renglones.

getSize() - member function in class VectorDouble

Returns:

El taman~o del vector.

getSize() - member function in class Array1DPos

getSize() - member function in class SquaredMatrix

getString(const string,string&) - member function in (utilpos globals)

Muestra un mensaje en la siguiente linea y coloca la entrada con espacios (blancos) de hasta 1000 caracteres, en un "string".

gF() - member function in class Array1DPos

gFC() - member function in class Array2DPos

gFR() - member function in class Array2DPos

gL() - member function in class Array1DPos

gLC() - member function in class Array2DPos

gLR() - member function in class Array2DPos

gR() - member function in class Array2DPos

Abreviaciones

graphDoglegFile(string,TImage*,double,double,double,double,bool,bool,double) - member function in (numericalap globals)

Ejemplo:

graphDoglegFile("finiteNewtonDogleg.dat", DogImage,
xMin, xMax, yMin, yMax,
CheckPauses->Checked, CheckShowEvaluation->Checked);

gS() - member function in class Array1DPos

Abreviaciones

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H

hasAlmostZeros() - member function in class VectorDouble

Returns:

true: Hay al menos un cero (menor que MACHEPS).

hessianEvaluate(VectorDouble&,SquaredMatrix&) - member function in (numericalap globals)

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I

imatrix() - member function in (adjustedrecipes globals)

imatrix(long,long,long,long) - member function in (adjustedrecipes globals)

imaxarg1 - static variable in (adjustedrecipes globals)

imaxarg2 - static variable in (adjustedrecipes globals)

iminarg1 - static variable in (adjustedrecipes globals)

iminarg2 - static variable in (adjustedrecipes globals)

infinityNorm() - member function in class VectorDouble

Calcula la norma superior o infinita.

inverse() - member function in class VectorDouble

Calcula la inversa.

isAlmostZero(double) - member function in (mathpos globals)

Returns:

true: x esta en el rango (-MACHEPS, +MACHEPS).

ivector() - member function in (adjustedrecipes globals)

ivector(long,long) - member function in (adjustedrecipes globals)

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L

LeastSquareFunction - class in numericalap

LeastSquareFunction(VectorDouble&,VectorDouble&) - constructor in class LeastSquareFunction

lmaxarg1 - static variable in (adjustedrecipes globals)

lmaxarg2 - static variable in (adjustedrecipes globals)

lminarg1 - static variable in (adjustedrecipes globals)

lminarg2 - static variable in (adjustedrecipes globals)

logic - member variable in class MatrixDouble

Logica del arreglo, solo es valido logica 0 y 1.

logisticMatrices(VectorDouble&,VectorDouble&,VectorDouble&,VectorDouble&,RectangularMatrix&,VectorDouble&,SquaredMatrix&) - member function in (numericalap globals)

Parameters:

t - Tiempo.

logisticNewtonDogLeg(int,VectorDouble&,VectorDouble&,VectorDouble&,double&,VectorDouble&,int,double,double,double&,double,int,int,string) - member function in (numericalap globals)

Aproximacion por diferencias finitas por el metodo de quasi Newton Para la decision del paso elige entre elpaso de Newton o el DogLeg.

LONG_LOG - member variable in (utilpos globals)

LONG_WAIT - member variable in (utilpos globals)

lvector() - member function in (adjustedrecipes globals)

lvector(long,long) - member function in (adjustedrecipes globals)

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M

m - member variable in class RectangularMatrix

No debe ser publico.

MACHEPS - member variable in (mathpos globals)

Precision de la computadora (Machine Epsilon).

MathPos_square(TC&) - member function in (mathpos globals)

Eleva al cuadrado.

matrix() - member function in (adjustedrecipes globals)

matrix(long,long,long,long) - member function in (adjustedrecipes globals)

MatrixDouble - class in matrixdouble

Crea una matriz fija bidimensional de numeros de tipo "double" para el manejo de operaciones del Algebra Lineal.

MatrixDouble(int,int,int) - constructor in class MatrixDouble

Construye una matriz.

maxarg1 - static variable in (adjustedrecipes globals)

maxarg2 - static variable in (adjustedrecipes globals)

minarg1 - static variable in (adjustedrecipes globals)

minarg2 - static variable in (adjustedrecipes globals)

multiply(double,VectorDouble&) - member function in class VectorDouble

Multiplica un vector por un escalar.

multiply(RectangularMatrix&,double,RectangularMatrix&) - static function in class RectangularMatrix

Multiplica la matriz actual por un escalar y crea una matriz cuadrada del mismo taman~o Ejemplo: No checa dimensiones, ni logica Logica cero.

multiply(RectangularMatrix&,RectangularMatrix&,RectangularMatrix&) - static function in class RectangularMatrix

Multiplica la matriz actual por la del argumento.

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N

newArray2D(int,int) - member function in (mathpos globals)

Reserva memoria para un arreglo bidimensional de double.

newDouble2D(int,int) - member function in (mathpos globals)

Reserva memoria para un arreglo bidimensional de double.

newFloat2D(int,int) - member function in (mathpos globals)

Reserva memoria para un arreglo bidimensional de float.

NO_LOG - member variable in (utilpos globals)

NO_WAIT - member variable in (utilpos globals)

norm1() - member function in class VectorDouble

Calcula la norma del minimo residuo absoluto * || v ||1 l1 LAR norm (Least Absolute Residual)

norm1() - member function in class SquaredMatrix

Calcula la norma max para la matriz actual.

norm2() - member function in class VectorDouble

Calcula la norma del minimo residuo absoluto * || v ||2 l2 Euclidean or least-squares norm

nrerror() - member function in (adjustedrecipes globals)

nrerror(char) - member function in (adjustedrecipes globals)

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O

operator<<(ostream&,const RectangularMatrix&) - member function in (matrixdouble globals)

Muestra la matriz en la consola.

operator<<(ostream&,const VectorDouble&) - member function in (matrixdouble globals)

Muestra el vector en la consola.

operator>>(istream&,RectangularMatrix&) - member function in (matrixdouble globals)

Entrada de la matriz en la consola.

operator>>(istream&,VectorDouble&) - member function in (matrixdouble globals)

Entrada de la matriz en la consola.

operator()(int) - member function in class Array1DPos

Checa indices.

operator()(int) - member function in class VectorDouble

Permite asignacion (operator=).

operator()(int,int) - member function in class RectangularMatrix

Permite asignacion (operator=).

operator()(int,int) - member function in class Array2DPos

Checa indices.

operator*(double) - member function in class VectorDouble

Multiplica un vector por un escalar.

operator*(VectorDouble&) - member function in class RectangularMatrix

Multiplica la matriz actual por un vector columna (arreglo unidimensional de "double") y crea un vector columna "b" de taman~o m para almacenar el resultado a partir de la dimension de A.

operator*(VectorDouble&) - member function in class VectorDouble

Multiplica un vector por otro vector.

operator+(VectorDouble&) - member function in class VectorDouble

No checa dimensiones, ni logica.

operator-(VectorDouble&) - member function in class VectorDouble

No checa dimensiones, ni logica.

operator=(const RectangularMatrix&) - member function in class RectangularMatrix

Protege de no usarlo.

operator=(const VectorDouble&) - member function in class VectorDouble

Redimensiona el vector, copia los datos de right y las caracteristicas.

operator[](int) - member function in class VectorDouble

No hay necesidad se sobrecargar operator=

Parameters:

index - Indice del elemento a obtener.

operator[](int) - member function in class RectangularMatrix

Proteger a la matriz de reasignacion de memoria.

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P

print() - member function in class Array2DPos

Muestra en salida estandar los elementos.

print() - member function in class RectangularMatrix

Muestra la matriz en la consola.

print() - member function in class Array1DPos

print(int) - member function in class VectorDouble

Parameters:

digits - Precision.

print(int) - member function in class RectangularMatrix

Muestra la matriz en la consola con un cierto numero de digitos.

pythag(double,double) - member function in (adjustedrecipes globals)

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Q

qrdcmp(SquaredMatrix&,int,VectorDouble&,VectorDouble&) - member function in (adjustedrecipes globals)

qrsolv(SquaredMatrix&,int,VectorDouble&,VectorDouble&,VectorDouble&) - member function in (adjustedrecipes globals)

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R

read2ColumnsFromFile(string,VectorDouble&,VectorDouble&) - static function in class VectorDouble

Lee de un archivo dos columnas.

readElements() - member function in class RectangularMatrix

Entrada de la matriz sin las dimensiones en la consola.

readElements() - member function in class VectorDouble

Solo lee los elementos sin la dimension desde consola.

RectangularMatrix - class in matrixdouble

Caso: Logica uno.

~RectangularMatrix() - constructor in class RectangularMatrix

Libera recursos.

RectangularMatrix(int,int,int,bool) - constructor in class RectangularMatrix

Construye una matrix rectangular de nr x nc.

relativeFrequency2D(float**,int,int,float,float,float*,float*,int) - member function in (mathpos globals)

Cuen

resize(int,int,bool) - member function in class VectorDouble

Para ser usado por RectangularMatrix.

resize(int,int,bool) - member function in class SquaredMatrix

Asegura redimensionamiento consistente.

resize(int,int,int,bool) - member function in class RectangularMatrix

Reconstruye todos los parametros de la matriz.

rows - member variable in class MatrixDouble

Numero logico de renglones.

rsolv(SquaredMatrix&,int,VectorDouble&,VectorDouble&) - member function in (adjustedrecipes globals)

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S

ScalePos - class in mathpos

Convierte coordenadas logicas(double) a graficas(int).

ScalePos(double,double,double,double,int,int,int,int) - constructor in class ScalePos

Construye.

setLogic(int) - member function in class VectorDouble

Parameters:

theLogic - Nueva logica del vector.

setLogic(int) - member function in class RectangularMatrix

Cambia la logica de la matriz.

setLogic(int) - member function in class MatrixDouble

Cambia la logica de la matriz.

SHORT_LOG - member variable in (utilpos globals)

SHORT_WAIT - member variable in (utilpos globals)

sign(TC&) - member function in (mathpos globals)

Obtiene el signo.

sqrarg - static variable in (adjustedrecipes globals)

SQRT_MACHEPS - member variable in (mathpos globals)

Frontera practica con la mitad de digitos.

square(TC&) - member function in (mathpos globals)

Eleva al cuadrado.

SquaredMatrix - class in matrixdouble

SquaredMatrix(int,int,bool) - constructor in class SquaredMatrix

Construye con rows = columns.

SquaredMatrix(RectangularMatrix&) - constructor in class SquaredMatrix

No se limpia porque se copiaran los datos.

stringToCharArray(string) - member function in (utilpos globals)

Convierte un string en un arreglo de char.

submatrix() - member function in (adjustedrecipes globals)

submatrix(double**,long,long,long,long,long,long) - member function in (adjustedrecipes globals)

substract(RectangularMatrix&,RectangularMatrix&,RectangularMatrix&) - static function in class RectangularMatrix

Resta las matrices, regresa una nueva matriz con el resultado.

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T

takeDiagonal() - member function in class RectangularMatrix

Returns:

Vector con la diagonal con la misma logica y la dimension menor.

TFormDogleg - class in OptDoglegGraph

TFormDogleg(TComponent*) - constructor in class TFormDogleg

toChar(TC&,int) - member function in (mathpos globals)

Para int, digits = 0.

toGraphX(double) - member function in class ScalePos

Convierte una coordenada logica a una grafica.

toGraphX(double) - member function in class CoordinatePos

Convierte una coordenada logica a una grafica.

toGraphY(double) - member function in class CoordinatePos

Convierte una coordenada logica a una grafica.

toGraphY(double) - member function in class ScalePos

Convierte una coordenada logica a una grafica.

toIdentity() - member function in class SquaredMatrix

Convierte a la matriz actual en identidad.

toStr(bool) - member function in (mathpos globals)

toString(int,char) - member function in class VectorDouble

Parameters:

digits - Precision.

toString(TC&,int) - member function in (mathpos globals)

Para int, digits = 0.

toVectorDouble(TEdit*,VectorDouble&) - static function in class BuilderPos

Extrae flotantes de TEdit a VectorDouble.

tqli(SquaredMatrix&,SquaredMatrix&,int,SquaredMatrix&) - member function in (adjustedrecipes globals)

transpose(RectangularMatrix&) - member function in class RectangularMatrix

Transpone una matriz.

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U

updateTrustRegion(int,VectorDouble&,double,FunctionND_1D&,VectorDouble&,SquaredMatrix&,VectorDouble&,VectorDouble&,bool,double,double,int,SquaredMatrix&,double&,int&,VectorDouble&,double&,VectorDouble&,double&,bool&,int,int) - member function in (numericalap globals)

Dado un paso s, encontrado por el algoritmo Hook Step o DogStep, decide cuando x+ = xc + s debe ser aceptado para la siguiente iteracion.

upperTriangularToSymmetric() - member function in class SquaredMatrix

Copia el triangulo superior actual al triangulo inferior para obtener una matriz simetrica rellena.

USEFILE("functionnd\functionnd.h") - member function in (OptDoglegGraph globals)

USEFILE("functionnd\functionnd_1d.h") - member function in (OptDoglegGraph globals)

USEFORM("UnitDogleg.cpp",FormDogleg) - member function in (OptDoglegGraph globals)

USERES("ProjectDogleg.res") - member function in (OptDoglegGraph globals)

USEUNIT("adjustedrecipes\qrdcmp.cpp") - member function in (OptDoglegGraph globals)

USEUNIT("adjustedrecipes\qrsolv.cpp") - member function in (OptDoglegGraph globals)

USEUNIT("mathpos\array1dpos.cpp") - member function in (OptDoglegGraph globals)

USEUNIT("mathpos\array2dpos.cpp") - member function in (OptDoglegGraph globals)

USEUNIT("mathpos\mathpos.cpp") - member function in (OptDoglegGraph globals)

USEUNIT("mathpos\scalepos.cpp") - member function in (OptDoglegGraph globals)

USEUNIT("matrixdouble\matrixdouble.cpp") - member function in (OptDoglegGraph globals)

USEUNIT("matrixdouble\rectangularmatrix.cpp") - member function in (OptDoglegGraph globals)

USEUNIT("matrixdouble\squaredmatrix.cpp") - member function in (OptDoglegGraph globals)

USEUNIT("matrixdouble\vectordouble.cpp") - member function in (OptDoglegGraph globals)

USEUNIT("numericalap\chartdoglegfile.cpp") - member function in (OptDoglegGraph globals)

USEUNIT("numericalap\doglegdriver.cpp") - member function in (OptDoglegGraph globals)

USEUNIT("numericalap\doglegstep.cpp") - member function in (OptDoglegGraph globals)

USEUNIT("numericalap\factorizecholesky.cpp") - member function in (OptDoglegGraph globals)

USEUNIT("numericalap\graphdoglegfile.cpp") - member function in (OptDoglegGraph globals)

USEUNIT("numericalap\logisticnewtondogleg.cpp") - member function in (OptDoglegGraph globals)

USEUNIT("numericalap\updatetrustregion.cpp") - member function in (OptDoglegGraph globals)

USEUNIT("utilpos\builderpos.cpp") - member function in (OptDoglegGraph globals)

USEUNIT("utilpos\interfacepos.cpp") - member function in (OptDoglegGraph globals)

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V

vector() - member function in (adjustedrecipes globals)

vector(long,long) - member function in (adjustedrecipes globals)

VectorDouble - class in matrixdouble

Representacion de un vector.

~VectorDouble() - constructor in class VectorDouble

Libera memoria.

VectorDouble(int,int,bool) - constructor in class VectorDouble

Construye un vector.

VectorDouble(VectorDouble&) - constructor in class VectorDouble

Constructor de copia.

vectorLongToFloat(long*,float*,int) - member function in (mathpos globals)

Convierte un vector de long en float.

vectorToZero(long*,int) - member function in (mathpos globals)

Solo usarlo con tipos numericos: int, long, float, double.

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W

waitEnter() - member function in (utilpos globals)

Espera el Enter.

WinMain(HINSTANCE,HINSTANCE,LPSTR,int) - member function in (OptDoglegGraph globals)

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