Norms are the conceptions of appropriate and expected behaviour that are held by most of the members of the society.
Norm
An informal norm is a culturally-based rule or behavior that guides actions within a society but is not enforced through formal laws or regulations. These norms are typically understood and followed by members of a community through social influence and custom.
I understood the term to be rhyming slang for 'For Free', origin un-known. I understood the term to be rhyming slang for 'For Free', origin un-known. See related link for answer.
The term that defines ideas that are not stated directly but understood by the audience is "implicit." It refers to information or messages that are implied or suggested rather than explicitly stated.
A peripheral norm refers to social practices or expectations that exist on the fringes of a dominant culture, often influencing behavior in subtle ways. An example is the norm of casual dress in certain workplaces, where employees are expected to adopt a laid-back style rather than formal attire, reflecting a more relaxed corporate culture. This norm may not be codified in official policies but is understood and followed by employees, impacting their interactions and perceptions within the workplace.
moveis
Co-operation is to act in accord with others.
The term associated with this scenario is "social norm." Social norms are the unwritten rules and expectations about behavior within a particular context or community. In this case, the grandmother is reinforcing the norm of maintaining silence and respect in a church setting.
using the function norm(A,x) where A is the matrix/vector that you have to compute the norm for and x can be 1,2,inf, or 'fro' to compute the 1-norm, 2-norm, infinite-norm and frobenius norm respectively.
cannot be understood in the ordinary sense
His testimony appeal was not understood by court. It is a term related to law.
In mathematical expressions, the understood exponent on the term ( y ) is typically 1 when it appears alone, implying that ( y ) is raised to the power of one. This means that ( y ) represents a single instance of itself without any additional multiplicative factors. For example, in the expression ( y ), it is implicitly understood as ( y^1 ).