What does CAG mean?
CAG means Communications in Applied Geometry
This acronym/slang usually belongs to Undefined category.
What is the abbreviation for Communications in Applied Geometry?
Communications in Applied Geometry can be abbreviated as CAG
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Most popular questions people look for before coming to this page
Q: A: |
What does CAG stand for? CAG stands for "Communications in Applied Geometry". |
Q: A: |
How to abbreviate "Communications in Applied Geometry"? "Communications in Applied Geometry" can be abbreviated as CAG. |
Q: A: |
What is the meaning of CAG abbreviation? The meaning of CAG abbreviation is "Communications in Applied Geometry". |
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What is CAG abbreviation? One of the definitions of CAG is "Communications in Applied Geometry". |
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What does CAG mean? CAG as abbreviation means "Communications in Applied Geometry". |
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What is shorthand of Communications in Applied Geometry? The most common shorthand of "Communications in Applied Geometry" is CAG. |
Abbreviations or Slang with similar meaning
- CCM - Communications in Contemporary Mathematics
- CDDE - Communications in Differential and Difference Equations
- CIB - Communications in Business
- CMP - Communications in Mathematical Physics
- CINE - Communications in Education
- CIL - Communications in Information Literacy
- CNME - Communications in Numerical Methods in Engineering
- CNTP - Communications in Number Theory and Physics
- CAG - Communications in Analysis and Geometry
- CBCS - Communications in Biometry and Crop Science
- CCIS - Communications in Computer and Information Science
- CIS - Communications in Statistics
- agg - Applied Geometry Group
- CAIM - Communications in Applied and Industrial Mathematics
- CAMCS - Communications in Applied Mathematics and Computational Science
- CANM - Communications in Applied Numerical Methods
- CPAM - Communications in Pure Applied Mathematics
- COANM - Communications in Applied Numerical Methods
- Com. Appl. Num. Meth. - Communications in Applied Numerical Methods
- Comm. App. Math. and Comp. Sci. - Communications in Applied Mathematics and Computational Science