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Что (кто) такое on a stand-by basis - определение
WIKIMEDIA DISAMBIGUATION PAGE
Stand by Me (disambiguation); Stand By Me (song); Stand By Me; Stand by me; Stand by Me (song); Stand By me; Stand by Me (album)
IMF Stand-By Arrangement
ECONOMIC PROGRAM OF IMF
Stand-By-Arrangement; Stand-By Arrangement
The IMF Stand-By Arrangement (SBA) is an economic program of the International Monetary Fund (IMF) involving financial aid to a member state in need of financial assistance, normally arising from a financial crisis. In return for aid, the economic program stipulates needed reforms in the recipient country aimed at bringing it back on a path of financial stability and economic sustainability.
stand by
1.
If you are standing by, you are ready and waiting to provide help or to take action.
British and American warships are standing by to evacuate their citizens if necessary...
We will be holding the auditions from nine o'clock tomorrow night so stand by for details.
PHRASAL VERB: V P to-inf, V P for n
see also <a href="">standbya>
2.
If you stand by and let something bad happen, you do not do anything to stop it.
The Secretary of Defence has said that he would not stand by and let democracy be undermined...
PHRASAL VERB: V P [disapproval]
3.
If you stand by someone, you continue to give them support, especially when they are in trouble.
I wouldn't break the law for a friend, but I would stand by her if she did.
= stick by
PHRASAL VERB: V P n [approval]
4.
If you stand by an earlier decision, promise, or statement, you continue to support it or keep it.
The decision has been made and I have got to stand by it...
= stick by
PHRASAL VERB: V P n
Standard basis
BASIS OF EUCLIDEAN SPACE CONSISTING OF ONE-HOT VECTORS
Standard bases; Standard basis vector; Kronecker basis; Standard unit vector
In mathematics, the standard basis (also called natural basis or canonical basis) of a coordinate vector space (such as \mathbb{R}^n or \mathbb{C}^n) is the set of vectors whose components are all zero, except one that equals 1. For example, in the case of the Euclidean plane \mathbb{R}^2 formed by the pairs of real numbers, the standard basis is formed by the vectors
