Examples of using Continuous function in English and their translations into Romanian
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Continuous function- Wikipedia.
Classic derivative of a continuous function.
Affect the continuous functioning of the financial undertaking, or.
Introduction definition of the concept of continuous functions in calculus with examples.
A continuous function is differentiable if its graph has no sharp"corners".
A theoretical substantiation in the space of continuous functions of the developed methods;
Affect the continuous functioning of the credit institution, or.
Also available is the product topology on the space of set theoretic functions(i.e. not necessarily continuous functions) YX.
In contrast, the space of all continuous functions on with the same topology is complete.
(21) Statutory auditors or audit firms already provide supervisors of public-interest entities with information on facts ordecisions which could constitute a breach of the rules governing the activities of the audited entity or the impairment of the continuous functioning of the audited entity.
It is designed for continuous functioning in the scanning mode during 9 hours without recharging.
The fundamental theorem of calculus is the statement that differentiation andintegration are inverse operations: if a continuous function is first integrated and then differentiated, the original function is retrieved.
This theorem states that a continuous function that produces two values m and n also produces any value that lies between m and n.
A proof of that fact requires the intermediate value theorem from elementary calculus.[31]This theorem states that a continuous function that produces two values m and n also produces any value that lies between m and n.
Promote viability and continuous functioning of the existing oil and gas infrastructure in the East and support the rehabilitation of the Ukrainian gas transmission network by 2020.
The Cauchy- Schwarz is used to prove that the inner product is a continuous function with respect to the topology induced by the inner product itself.
By the Stone- Weierstrass theorem, every continuous function on[a, b] can be approximated as closely as desired by a polynomial.
(e)‘monitoring' means the continuous observation, surveillance, detection or reviewing of changes in a condition, or situation, or changes in activities,including a continuous function that uses systematic collection of data and analysis on specified indicators relating to serious cross-border threats to health;
If D is normal with respect to the y-axis and is a continuous function; then α( y) and β( y)( defined on the interval& 91; a, b& 93;) are the two functions that determine D. Then:.
The method is guaranteed to converge to a root of f if f is a continuous function on the interval[a, b] and f(a) and f(b) have opposite signs.
Where banks opt to apply the Delta-plus approach, for options andwarrants whose gamma is a continuous function in the price of the underlying and whose vega is a continuous function in the implied volatility(‘continuous options and warrants'), the own funds requirements for non-delta risks on options or warrants shall be calculated as the sum of the following requirements.
Modern neural nets can learn both continuous functions and, surprisingly, digital logical operations.
Questions on the concepts of continuity and continuous functions in calculus are presented along with their answers.
Then the sequence( indexed on set of all integers) of continuous functions: is an orthonormal basis of the space with the L2 inner product.
The IT& C systems configured by AVITECH provide the continuous functioning, at the highest standards, of any voice& data communication system.
Then the sequence(indexed on set of all integers) of continuous functions: formula_64is an orthonormal basis of the space formula_63 with the inner product.
(16) arrangements andmeasures necessary to maintain the continuous functioning of the institution's operational processes, including infrastructure and IT services;
The security of citizens, of social communities,of nations and states is influenced organically by the continuous function of some extremely complex systems of infrastructures, which ensure the essential services to all domains of social life.
For instance: formula_3is the most general antiderivative of formula_4 on its natural domain formula_5Every continuous function"f" has an antiderivative, and one antiderivative"F" is given by the definite integral of"f" with variable upper boundary: :formula_6Varying the lower boundary produces other antiderivatives(but not necessarily all possible antiderivatives).
Early analysis, in the guise of the Taylor approximation, established an approximation of differentiable functions f by polynomials.[62]By the Stone- Weierstrass theorem, every continuous function on[a, b] can be approximated as closely as desired by a polynomial.[63] A similar approximation technique by trigonometric functions is commonly called Fourier expansion, and is much applied in engineering, see below.