What does MLLR mean?
MLLR means Maximum-Likelihood Linear Regression
This acronym/slang usually belongs to Medical & Science category.
What is the abbreviation for Maximum-Likelihood Linear Regression?
Maximum-Likelihood Linear Regression can be abbreviated as MLLR
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Most popular questions people look for before coming to this page
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What does MLLR stand for? MLLR stands for "Maximum-Likelihood Linear Regression". |
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How to abbreviate "Maximum-Likelihood Linear Regression"? "Maximum-Likelihood Linear Regression" can be abbreviated as MLLR. |
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What is the meaning of MLLR abbreviation? The meaning of MLLR abbreviation is "Maximum-Likelihood Linear Regression". |
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What is MLLR abbreviation? One of the definitions of MLLR is "Maximum-Likelihood Linear Regression". |
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What does MLLR mean? MLLR as abbreviation means "Maximum-Likelihood Linear Regression". |
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What is shorthand of Maximum-Likelihood Linear Regression? The most common shorthand of "Maximum-Likelihood Linear Regression" is MLLR. |
Abbreviations or Slang with similar meaning
- EMLLT - Extended Maximum Likelihood Linear Transformation
- LRKF - Linear Regression Kalman Filter
- MAPLR - Maximum A Posteriori Linear Regression
- MLH-CR - Maximum Likelihood Correlation Receiver
- ML-CPR - Maximum Likelihood Carrier Phase Recovery
- ML-JD - Maximum-Likelihood Joint Detection
- ML-MSDD - Maximum-Likelihood Multiple-Symbol Differential Detection
- ML-MUD - Maximum Likelihood Multi-User Detector
- ML-OLCS - Maximum Likelihood Open-Loop Carrier Synchronizer
- ML-PDA - Maximum Likelihood Probabilistic Data Association
- MLSDA - Maximum Likelihood Sequential Decoding Algorithm
- MLANS - Maximum Likelihood Adaptive Neural System
- MLCFA - Maximum Likelihood Common Factor Analysis
- MLCPA - Maximum Likelihood Principal Component Analysis
- MLD-OP - Maximum Likelihood Decoding with Optimal Precoder
- MLD-RS - Maximum-Likelihood Decoding of Reed-Solomon Codes
- MLLT - Maximum Likelihood Linear Transform
- MLLRR - Maximum Likelihood Latent Root Regression
- MLPCR - Maximum Likelihood Principal Components Regression
- MPLKR - Maximum Penalized Likelihood Kernel Regression