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fix TeXo: \leq, not <=
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Noam D. Elkies
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This is a well-known problem, solved recently in dissertation of Zastavny based on some inequalities for p.d.f. More: it is a Schonberg problem, positive for $0<m<=1$$0<m\leq1$, not positive otherwise.

This is a well-known problem, solved recently in dissertation of Zastavny based on some inequalities for p.d.f. More: it is a Schonberg problem, positive for $0<m<=1$, not positive otherwise.

This is a well-known problem, solved recently in dissertation of Zastavny based on some inequalities for p.d.f. More: it is a Schonberg problem, positive for $0<m\leq1$, not positive otherwise.

added 82 characters in body
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Sergei
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This is a well-known problem, solved recently in dissertation of Zastavny based on some inequalities for p.d.f. More: it is a Schonberg problem, positive for $0<m<=1$, not positive otherwise.

This is a well-known problem, solved recently in dissertation of Zastavny based on some inequalities for p.d.f.

This is a well-known problem, solved recently in dissertation of Zastavny based on some inequalities for p.d.f. More: it is a Schonberg problem, positive for $0<m<=1$, not positive otherwise.

Source Link
Sergei
  • 1.6k
  • 8
  • 17

This is a well-known problem, solved recently in dissertation of Zastavny based on some inequalities for p.d.f.