Synonymer & Anagram | Engelska ordet NORM

Exempel på hur du använder NORM i en mening

• Functional analysis is a branch of mathematical analysis, the core of which is formed by the study of vector spaces endowed with some kind of limit-related structure (for example, inner product, norm, or topology) and the linear functions defined on these spaces and suitably respecting these structures.
• It is considered to be a desirable skill among musical performers, especially for those that play in a musical tradition where notating music is not the norm.
• For example, the set of the finite sequences of real numbers can be normed with the Euclidean norm, but it is not complete for this norm.
• The early pioneers of functional analysis did not elevate norm convergence above weak convergence and oftentimes viewed weak convergence as preferable.
• Unlike older legacy systems, the newer generation of Unix systems featured standardized programming interfaces and peripheral interconnects; third party development of hardware and software was encouraged, a significant departure from the norm of the time, which saw companies such as Amdahl and Hitachi going to court for the right to sell systems and peripherals that were compatible with IBM's mainframes.
• Examples of unary operators in mathematics and in programming include the unary minus and plus, the increment and decrement operators in C-style languages (not in logical languages), and the successor, factorial, reciprocal, floor, ceiling, fractional part, sign, absolute value, square root (the principal square root), complex conjugate (unary of "one" complex number, that however has two parts at a lower level of abstraction), and norm functions in mathematics.
• The norm derived from this inner product is called the Frobenius norm, and it satisfies a submultiplicative property, as can be proven with the Cauchy–Schwarz inequality:.
• Every normed vector space has a natural topological structure: the norm induces a metric and the metric induces a topology.
• If the topology of the topological vector space is induced by a metric which is homogeneous, as in the case of a metric induced by the norm of normed vector spaces, then the two definitions coincide.
• The problem is that this is not really a norm, only a seminorm, because there are functions other than the zero function whose (semi)norms are zero.
• With most other manners of articulation, the norm are bilabial consonants (which together with labiodentals, form the class of labial consonants).
• His style in singing lute song, with extensive use of rubato and extemporised ornamentation, was seen as radical and controversial in his day but is now considered the norm.
• A lower ratio has been associated with higher androgen exposure, which would be the physiological norm for males but may also occur in some exceptional circumstances in females.
• New Wave and feminist science fiction authors imagined cultures in which a variety of gender models and atypical sexual relationships are the norm, and depictions of sex acts and alternative sexualities became commonplace.
• When fewer family farms and farm workers, became the norm, in the 1960s, 1970s, and especially the difficult 1980s, the economy of Malvern suffered as well, losing many of the established businesses that had so long lined the streets in this community.
• Before plastics were invented, steel vessels covered with a ceramic called enamelware were the norm in American homes.
• The International Court of Justice (ICJ) has likewise ruled that the principles underlying the Convention represent a peremptory norm against genocide that no government can derogate.
• A scandal can be broadly defined as the strong social reactions of outrage, anger, or surprise, when accusations or rumours circulate or appear for some reason, regarding a person or persons who are perceived to have transgressed in some way a social norm.
• Properties such as the positive-definite norm can be salvaged at the cost of giving up the symmetric and bilinear properties of the dot product, through the alternative definition.

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