What does IRMA mean?
IRMA means iterative relaxation matrix procedure
This acronym/slang usually belongs to Undefined category.
What is the abbreviation for iterative relaxation matrix procedure?
iterative relaxation matrix procedure can be abbreviated as IRMA
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Most popular questions people look for before coming to this page
Q: A: |
What does IRMA stand for? IRMA stands for "iterative relaxation matrix procedure". |
Q: A: |
How to abbreviate "iterative relaxation matrix procedure"? "iterative relaxation matrix procedure" can be abbreviated as IRMA. |
Q: A: |
What is the meaning of IRMA abbreviation? The meaning of IRMA abbreviation is "iterative relaxation matrix procedure". |
Q: A: |
What is IRMA abbreviation? One of the definitions of IRMA is "iterative relaxation matrix procedure". |
Q: A: |
What does IRMA mean? IRMA as abbreviation means "iterative relaxation matrix procedure". |
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What is shorthand of iterative relaxation matrix procedure? The most common shorthand of "iterative relaxation matrix procedure" is IRMA. |
Abbreviations or Slang with similar meaning
- IAAFT - Iterative Amplitude Adapted Fourier Transform Algorithm
- I-DBOR - Iterative Discrete Body of Revolution
- IBDFE - Iterative Block Decision-Feedback Equalizer
- IEHMO - Iterative Extended Hueckel Molecular Orbital
- IHRSR - Iterative Helical Real Space Reconstruction
- IIMF - Iterative Indirect Model Fitting
- ILSITP - Iterative Least-Square Inverse Treatment Planning
- INLSA - Iterative Nested Least Squares Algorithm
- IIC-SC - Iterative Interference Canceller with Suboptimal Combining
- MARDIGRAS - Matrix Analysis of Relaxation for DIscerning the GeometRy of an Aqueous Structure
- BLIMP - Boundary Layer Integral Matrix Procedure
- CORMA - Complete Relaxation Matrix Analysis
- IPFP - Iterative Proportional Fitting Procedure
- MEMP - Matrix Enhancement and Matrix Pencil
- MWAM - Matrix Within A Matrix
- FIRM - Full Iterative Relaxation Matrix
- IOP - iterative optimization procedure
- IRMA - iterative relaxation matrix approach
- PRP - Procedure to Procedure
- M-M - Matrix-Matrix