| • महत्तम मापांक-नियम | |
| maximum: सब से बड़ी राशि या | |
| modulus: माडयूलस माड्यूलस | |
| principle: मूल अंग कारण मूल | |
maximum modulus principle meaning in Hindi
maximum modulus principle sentence in HindiExamples
More: Next- However, the maximum modulus principle cannot be applied to an unbounded region of the complex plane.
- The maximum modulus principle can therefore be applied to " F " " n " in the strip.
- There is no need for the Borel Carath�odory theorem, but you do need to consider the directions and the Maximum modulus principle.
- Alternatively, the maximum modulus principle can be viewed as a special case of the open mapping theorem, which states that a nonconstant holomorphic function maps open sets to open sets.
- Reshetnyak's theorem implies that all pure topological results about analytic functions ( such that the Maximum Modulus Principle, Rouch?s theorem etc . ) extend to quasiregular maps.
- He is known for the Picard Lindel�f theorem on differential equations and the Phragm�n Lindel�f principle, one of several refinements of the maximum modulus principle that he proved in complex function theory.
- Because S _ { x _ 0 } is a bounded region, the maximum modulus principle is applicable and implies that | gh _ \ epsilon | \ leq 1 for all z \ in S _ { x _ 0 }.
- :I'll close my eyes and point to Maximum modulus principle and Borel Carath�odory theorem ( and then to sci . math when you find I wasn't helpful . ) iames 19 : 22, 13 June 2007 ( UTC)
- Since the complex semigroup has as Shilov boundary the symplectic group, the fact that this representation has a well-defined contractive extension to the semigroup follows from the maximum modulus principle and the fact that the semigroup operators are closed under adjoints.
- In a typical Phragm�n Lindel�f argument, we introduce a multiplicative factor h _ \ epsilon to " subdue " the growth of g, such that | gh _ \ epsilon | is bounded on the boundary of a bounded subregion of S and we can apply the maximum modulus principle to gh _ \ epsilon.
