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AnaQol Project PRO-online R Packages Online R-package

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Projects Collaborations PhD thesis Traineeships Traineeships propositions Seminars

Next seminars

28 février 2019 Marianne Bourdon et Cédric Faquet état des lieux des différentes méthodes d’analyse qualitative

29 mars 2019 à définir à définir

Last publications

21 janvier 2019 Forestier B, Anthoine E, Reguiai Z, Fohrer C, Blanchin M (2019) A systematic review of dimensions evaluating patient experience in chronic illness. Health and Quality of Life Outcomes, 17(1): 19.

20 janvier 2019 Bonfils N, Grall-Bronnec M, Caillon J, Limosin F, Benyamina A, Aubin H, Luquiens A (2019) Giving room to subjectivity in understanding and assessing problem gambling: A patient-centered approach focused on quality of life. J Behav Addict: under press.

07 janvier 2019 Lorent M, Maalmi H, Tessier P, Supiot S, Dantan E, Foucher Y (2019) Meta-analysis of predictive models to assess the clinical validity and utility for patient-centered medical decision making: application to the CAncer of the Prostate Risk Assessment (CAPRA). BMC Med Inform Decis Mak, 19(1): .

02 janvier 2019 Caruana E, Foucher Y, Tessier P, Frenel JS, Classe JM, Dantan E (2019) Patient-centered simulations to assess the usefulness of the 70-gene signature for adjuvant chemotherapy administration in early-stage breast cancer. Breast Cancer Res Treat: .

01 décembre 2018 Victorri-Vigneau C, Spiers A, Caillet P, Bruneau M, IGNACE Group , Challet G, Grall-Bronnec M (2018) Opioid antagonists for pharmacological treatment of gambling disorder: Are they relevant?. Curr Neuropharmacol, 16(10): 1418-1432.

Updated

23 janvier 2019

The SAS macro-program "%Gausshermite"

Description

%gausshermite approximates the integrals of the form f(x)g(x/mu,sigma) on all the reals where g(x/mu,sigma) is the gaussian distribution function with mean mu and variance sigma^2. 12 quadrature nodes are used.

Download

Download the last version of this module (version 1)

Syntax (version 1)

%Gausshermite(FUNCTION=function_to_integrate, MU=#, SIGMA=#, DISPLAY=yes/no);

Options:

FUNCTION=function_to_integrate: defines f(x). For example, if f(x)=x^2, FUNCTION=x^2. It is necessary to use x for the variable of integration.
MU=#: defines the mean of x (0 by default)
SIGMA=#: Standard deviation of x (1 by default)
DISPLAY=yes/no: displays (yes by default) or not (no) the approximation of the integral

Examples:

. %gausshermite(function=x**2);

. %gausshermite(function=x**4+exp(x)-2,sigma=1.5,mu=-.4,display=YES);

Outputs:

int: (global macro-variable) Integral approximation

Historic

Version 1 (23 mai 2005) [Jean-Benoit Hardouin]

Integrals approximation with Gauss Hermite quadratures