resolvent वाक्य
उदाहरण वाक्य
मोबाइल
- Stronger statement than differentiability can be made regarding the resolvent map.
- This uses the resolvent of the Feller semigroup, defined below.
- The alpha centrality replaces the adjacency matrix with its resolvent.
- The idea of a determinant was developed by Lagrange resolvents.
- This subsection outlines properties of the resolvent map that are essential in this context.
- The Klein group can be understood in terms of the Lagrange resolvents of the quartic.
- It will be shown below that the resolvent mapping is holomorphic on the resolvent set.
- It will be shown below that the resolvent mapping is holomorphic on the resolvent set.
- As stated above, on such ?, the resolvent map admits a power series representation
- The Laurent series of the resolvent mapping centered at " ? " shows that
- If this is the case, then the resolvent set actually contains a sector of the form
- It is not known if there is an always separable resolvent for every group of permutations.
- Using the language of Galois theory, this can also be understood in terms of Lagrange resolvents.
- In this space " L " is defined on sufficiently smooth functions which satisfy the above resolvent
- Lagrange's method did not extend to quintic equations or higher, because the resolvent had higher degree.
- First, the sum over functions with differences of eigenvalues in the denominator evokes the resolvent in Fredholm theory.
- Higher-order perturbations resemble this form, with an additional sum over a resolvent appearing at each order.
- This does not mean that every group must be checked : every resolvent can cancel out many possible groups.
- Such integral equations may be solved by means of the resolvent kernel, so that the potential may be written as
- The clause produced by the resolution rule is called the " resolvent " of the two input clauses.
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