One week online FDP/ SDP on "Reliability Engineering and Uncertainty Modeling: Statistical to Soft Computing Approaches in Complex Systems" (SACS-2025)
One week online FDP/ SDP on "Reliability Engineering and Uncertainty Modeling: Statistical to Soft Computing Approaches in Complex Systems" (SACS-2025), Scheduled Dates: from 11th August to 16th August 2025 [15th August: National Holiday], 🕡 Session Timing: 6:30 PM – 8:00 PM.
- (1888PressRelease) August 03, 2025 - Registration Link: https://forms.gle/7RTrupf5e4u12oCTA
Program Fee: ₹500/-
Payment via QR Code (available in the registration form) or UPI/VPA: annantgyan ( @ ) icici
Resource Person: Prof. (Dr.) Debabrata Datta [Retired Nuclear Scientist, BARC], Joint Director- Research & Development & Professor, Department of InformationTechnology, Heritage Institute of Technology, Kolkata, West Bengal, India
11.08.2025 (Monday): Statistical Analysis of time series data , MA, AR, ARMA and ARIMA models, Sampling theory, trend analysis, Maximum likelihood method
12.08.2025 (Tuesday): Handling data with below detection levels, trimmed mean, wilkinson method, cohen’s maximum likelihood method to estimate true mean, expectation maximization algorithm
13.08.2025 (Wednesday): Uncertainty modeling of industrial components using Monte Carlo simulation, Aleatory uncertainty quantification using polynomial chaos theory, uncertainty modeling of burger’s equation and advection diffusion equation
14.08.2025 (Thursday): Fuzzy set theory, Alpha cut of a fuzzy set, Arithmetic of fuzzy numbers, epistemic uncertainty modeling of industrial system using fuzzy set theory, Solute transport model for uncertainty analysis, sensitivity analysis, croquet integral
15.08.2025 (Friday): Independence Day (National Holiday)
16.08.2025 (Saturday): Reliability analysis of an engineered system, first order reliability method, second order reliability method, Prognostic behaviour of a system using log normal, Weibull and Gumbel distribution, Kalman filter and its variation, Reliability analysis of time series using MTTF, MTBF and RUL
For all upcoming programs and registration links, please visit: https://annantgyan.com/Course-Registration
We request you to circulate this information among your contacts, institute/university departments, and professional networks for better reach and registration in this quality program.
Amar Nath Dubey
Founder & Director
Annant Gyan Knowledge and Skills Private Limited
Contact number: 7987828714 & 8827861811
Mail Id: amar24india ( @ ) gmail dot com/ annantgyan ( @ ) gmail dot com
website: www.annantgyan.com
###
space
space
Satisfied Users & 
Approved Press Releases
Print
Email
Report Spam