differentiability sentence in Hindi
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- In this example one can easily see that pointwise convergence does not preserve differentiability or continuity.
- As far as I know, having continuous partial derivatives is strictly a stronger condition than differentiability.
- All functions are assumed to be of differentiability class " C " 1 unless otherwise noted.
- One notion of continuous differentiability in " U " requires that the mapping on the product space
- The problem is that we are talking about exponentials, rather than the differentiability of a constant function.
- Finally, since differentiability implies continuity, the contrapositive states " discontinuity " implies non-differentiability.
- Finally, since differentiability implies continuity, the contrapositive states " discontinuity " implies non-differentiability.
- Space is by definition a continuum, but the assumption of differentiability is not supported by any fundamental reason.
- The Riesz transforms arises in the study of differentiability properties of harmonic potentials in potential theory and harmonic analysis.
- The assumption of differentiability can be weakened to continuity and one-sided differentiability of " f ".
- The assumption of differentiability can be weakened to continuity and one-sided differentiability of " f ".
- The problem with the above approach is that it relies on the differentiability of the objective function and on concavity.
- In terms of geometry, differentiability means that a curve is sufficiently smooth and can be approximated by a tangent.
- Continuity in the Eulerian description is expressed by the spatial and temporal continuity and continuous differentiability of the flow velocity field.
- The sole existence of partial derivatives satisfying the Cauchy Riemann equations is not enough to ensure complex differentiability at that point.
- This analysis of differentiability is usually given in terms of fractal dimension, with the Hausdorff dimension the most popular choice.
- There are a number of different types of differentiable manifolds, depending on the precise differentiability requirements on the transition functions.
- Also, usually differentiability or derivability are synonymous ( both in the F . and in the G . context ).
- If is of differentiability class, has continuous partial derivatives of all order and is called " smooth ".
- This approach assumes spatial and temporal continuity and even differentiability of locally defined intensive variables such as temperature and internal energy density.
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