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- Trigonometric_moment_problem abstract "In mathematics, the trigonometric moment problem is formulated as follows: given a finite sequence {α0, ... αn }, does there exist a positive Borel measure μ on the interval [0, 2π] such thatIn other words, an affirmative answer to the problems means that {α0, ... αn } are the first n + 1 Fourier coefficients of some positive Borel measure μ on [0, 2π].".
- Trigonometric_moment_problem wikiPageID "11034989".
- Trigonometric_moment_problem wikiPageRevisionID "579633872".
- Trigonometric_moment_problem hasPhotoCollection Trigonometric_moment_problem.
- Trigonometric_moment_problem subject Category:Functional_analysis.
- Trigonometric_moment_problem subject Category:Measure_theory.
- Trigonometric_moment_problem subject Category:Probability_theory.
- Trigonometric_moment_problem comment "In mathematics, the trigonometric moment problem is formulated as follows: given a finite sequence {α0, ... αn }, does there exist a positive Borel measure μ on the interval [0, 2π] such thatIn other words, an affirmative answer to the problems means that {α0, ... αn } are the first n + 1 Fourier coefficients of some positive Borel measure μ on [0, 2π].".
- Trigonometric_moment_problem label "Trigonometric moment problem".
- Trigonometric_moment_problem sameAs m.02qys0k.
- Trigonometric_moment_problem sameAs Q7841830.
- Trigonometric_moment_problem sameAs Q7841830.
- Trigonometric_moment_problem wasDerivedFrom Trigonometric_moment_problem?oldid=579633872.
- Trigonometric_moment_problem isPrimaryTopicOf Trigonometric_moment_problem.