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HYPERFUNCTION

Anzahl der Buchstaben

13

Ist Palindrom

Nein

31
CT
CTI
ER
ERF
FU
FUN
HY
HYP
IO

5

5

CE
CEF
CEH
CEI
CEN


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Beispiele für die Verwendung von HYPERFUNCTION in einem Satz

  • Sato was known for his innovative work in a number of fields, such as prehomogeneous vector spaces and Bernstein–Sato polynomials; and particularly for his hyperfunction theory.
  • Splenomegaly is usually associated with increased workload (such as in hemolytic anemias), which suggests that it is a response to hyperfunction.
  • Since the zeroth cohomology group of any sheaf is simply the global sections of that sheaf, we see that a hyperfunction is a pair of holomorphic functions one each on the upper and lower complex halfplane modulo entire holomorphic functions.


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