TLS

(redirected from Total least squares)
AcronymDefinition
TLSTransport Layer Security
TLSTulsa (Amtrak station code; Tulsa, OK)
TLSTimes Literary Supplement
TLSTimor Leste (East Timor ISO code)
TLSTerrestrial Laser Scanning (earth science)
TLSThread Local Storage
TLSTyped Letter Signed (autographs)
TLSTumor Lysis Syndrome
TLSTotal Least Squares
TLSTriple Link Suspension
TLSTransparent LAN Service
TLSTunable Laser Source
TLSThrough Life Support
TLSTransaction Layer Security
TLSTrans Link Systems (Dutch joint venture)
TLSThe Last Supper
TLSTrinity Lutheran School
TLSTransmission Line Systems
TLSTechnical Library Supplement
TLSTerminal Server Licensing
TLSThree Letter Shortcut
TLSTax & Legal Services
TLSTransperfect Legal Solutions (New York, NY)
TLSTransponder Landing System
TLSTop Level School (USMC)
TLSThird Level Support
TLSThe Learning Station (band; Melbourne, FL)
TLSToyota Logistics Services (est. 1976; Toyota Motor Sales)
TLSThought Leadership Summit
TLSThe Last Samurai (movie)
TLSTransaction Level Security
TLSTarget Level of Safety (aviation)
TLSTons of Liquid Steel
TLSText Library System (Financial Planning Consultants, Inc.)
TLSTactical Landing System
TLSTotal Logistics Support
TLSTotal Logistics Support (Navy)
TLSTekniska Litteratursällskapet (Swedish Society for Technical Documentation)
TLSTop Level Specification
TLSTarget LAN Server
TLSThe Living Statues (band)
TLSTaiwan Light Source
TLSThe Logan School (Denver, Colorado)
TLSTactical Logistics Systems
TLSTransport LAN Service (US West)
TLSToulouse, France - Blagnac (Airport Code)
TLSTeclas Locos Salvatruchos (Maryland; Mara Salvatrucha clique)
TLSTactical Laser System (Ace Combat; video game)
TLSTerminology and Lexical Semantics (International Workshop)
TLSThermal Laser Stimulation
TLSTime Line Sheet
TLSTransmitter Location Systems, LLC
TLSTimber Laminated Stringer
TLSThang Long Securities (Vietnam)
TLSTransformed Least Squares
TLSTurbo Lycoming Sabre (aircraft engine)
TLSTable of shared Locked States
TLSThesaurus & Linguistic Integrated System (IBM)
TLSTwo-Layer Spreading
TLSTactical Landing Strip
TLSTraining-Leader Development-Soldier Support
TLSTime Labor System
TLSTrimmed Leaf Size (printing/publishing)
TLSTheater Logistics Station
TLSTranslocated in Liposarcoma-associated protein
TLSTransmission-Line Stamp
TLSTransfer-Line Spill
TLSTransmit Level Sensor
TLSTrans-cowl Locking System (Pratt & Whitney)
TLSTravel Leadership Summit
TLSTime-Line Summary
TLSTrzy Literowy Skrót (Polish: three letter acronym)
TLSTriple Lead Sheath
References in periodicals archive ?
Stabilization of total least squares problems by introducing a quadratic constraint was extensively studied in [2, 7, 12, 14, 15, 16, 17, 19, 24, 26, 27, 28].
Dual regularized total least squares. In Section 2.1, important basic properties of the dual RTLS problem are summarized and connections to related problems are regarded, especially the connection to the RTLS problem (1.3).
Algorithm 1 Dual Regularized Total Least Squares Basis Method.
Algorithm 3 Dual Regularized Total Least Squares Method.
The adaptive total least squares problem is a minimization problem of the form [10,11]:
Least squares misalignment [parallel][w.sub.n] - [w.sub.opt][parallel] is compared with the total least squares misalignment [parallel][w.sub.n] - [w.sub.opt][parallel]/[square root of [w.sup.T.sub.n][[??].sub.n]], and simulations results are recorded for 2000 iterations with an ensemble average of 1000 independent runs.
The first two compute a least squares solution of adaptive total least squares problem, while the third one computes TLS solution of adaptive total least squares problem.
In this paper, an efficient TLMS algorithm is presented for the total least squares solution of adaptive filtering problem.
Table 1 shows the results of the Total Least squares estimation for the population data described in Previous discussions of PVA.
Consequently the Total Least squares estimation produces a negative carrying capacity.
In the absence of catastrophes, the Total Least squares estimate for a probability of extinction within 100 yr starting from a population of 11 is 3.4 x [10.sup.-8], with a confidence interval of (9.7 x [10.sup.-11], 1.2 x [10.sup.-5]).
The method of Total Least squares appears to be adequate to deal with the bias when sufficient information about the observation errors is available, but of course it cannot compensate for lack of information.
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