<--- Back to Details
First PageDocument Content
Tikhonov regularization / Electrical resistivity and conductivity / Regularization / Inversive geometry / Science / Knowledge / Inverse problems / Estimation theory / Linear algebra
Date: 2015-01-13 08:16:43
Tikhonov regularization
Electrical resistivity and conductivity
Regularization
Inversive geometry
Science
Knowledge
Inverse problems
Estimation theory
Linear algebra

Sharp spatially constrained inversion with applications to transient electromagnetic data

Add to Reading List

Source URL: hgg.au.dk

Download Document from Source Website

File Size: 1,48 MB

Share Document on Facebook

Similar Documents

ECE901 Spring 2007 Statistical Learning Theory Instructor: R. Nowak Lecture 13: Maximum Likelihood Estimation

DocID: 1vbHd - View Document

ECE901 Spring 2007 Statistical Learning Theory Instructor: R. Nowak Lecture 14: Maximum Likelihood and Complexity Regularization Review : Maximum Likelihood Estimation We have n i.i.d observations drawn from an unknown

DocID: 1v01G - View Document

Chapter 3, Part 2 in Model-Based Control: Bridging Rigorous Theory and Advanced Technology, pp, P.M.J. Van den Hof, C. Scherer, P.S.C. Heuberger (Eds.), Springer, USA, 2009 Robust Estimation for Automatic Contro

DocID: 1uQPv - View Document

Mathematics / Symbol / Constructible universe / First-order logic / Akaike information criterion / Upsilon Andromedae / Net / Abstraction / Metalogic

arXiv:1709.05825v4 [cs.AI] 25 AprRelational Marginal Problems: Theory and Estimation Ondˇrej Kuˇzelka Yuyi Wang

DocID: 1uxhi - View Document

Calliphoridae / Physics / Estimation theory / Statistics / Regression analysis / Phormia regina / Mechanics / Temperature / Linear regression / Forensic entomology / Protophormia terraenovae / Insect development during storage

DIRECT INJURY, MYIASIS, FORENSICS Effects of Temperature on Development of Phormia regina (Diptera: Calliphoridae) and Use of Developmental Data in Determining Time Intervals in Forensic Entomology P. D. NABITY, L. G. H

DocID: 1rtQp - View Document