Startseite A REMARK ON A CHARACTERIZATION OF THE POISSON PROCESS
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A REMARK ON A CHARACTERIZATION OF THE POISSON PROCESS

  • Jacek Wesolowski
Veröffentlicht/Copyright: 19. Dezember 2017
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Published Online: 2017-12-19
Published in Print: 1988-4-1

© by Jacek Wesolowski

Artikel in diesem Heft

  1. Titelei
  2. Contents
  3. MINIMAL DISSECTIONS OF BORDERED MANIFOLDS
  4. ОБОБЩЕННЫЕ ГАРМОНИЧЕСКИЕ СЕКУЩИЕ В СПЕЦИАЛЬНЫХ ВИДАХ РАССЛОЕННЫХ РИМАНОВЫХ ПРОСТРАНСТВАХ
  5. О ФУНДАМЕНТАЛЬНОМ РЕШЕНИИ ПАРАБОЛИЧЕСКОГО УРАВНЕНИЯ С МАЛЫМИ ПАРАМЕТРАМИ
  6. ON THE PARAMETRIC REPRESENTATION OF STARLIKE MAPS OF THE UNIT BALL IN CN INTO CN
  7. ON THE CONJUGATES OF SOME OPERATOR SPACES, II
  8. ON GROUP-LIKE BCI-ALGEBRAS
  9. ON THE PROPERTY W FOR THE GROUP UT(n, F)
  10. TWO REMARKS ABOUT HOMOTHETIC COVERINGS
  11. LIMINAL NUMBER OF A CONVEX BODY WITH A SMOOTH BOUNDARY
  12. A GENERALIZATION OF SARD'S THEOREM AND A JACOBIAN CONDITION FOR INTERIORITY
  13. THE THREE-PARABOLIC PROBLEM FOR HALF-SPACE WITH BOUNDARY CONDITIONS OF LAURICELLA TYPE
  14. ON THE EXISTENCE OF SOLUTIONS OF A SYSTEM OF DIFFERENTIAL INEQUALITIES
  15. INEQUALITIES FOR CONDITIONED NORMAL APPROXIMATIONS
  16. ASYMPTOTISCHE ENTWICKLUNGEN DER HYPERGEOMETRISCHEN FUNKTION F(a, b, c, z) FÜR IcI →∞ UND KONSTANTE WERTE a, b UND z
  17. JOINT BROWDER SPECTRA OF D-COMMUTING SYSTEMS
  18. THE SEMIGROUP OF ENDOMORPHISMS OF THE FREE GROUP OF INFINITE RANK
  19. CONSTRUCTION OF ORTHOMODULAR LATTICES WITH GIVEN STATE SPACES
  20. ROOTS LOCALIZATION FOR NEUTRAL EQUATIONS AND THEIR SENSITIVITY FOR A CHANGE OF DELAY
  21. ON DEVIATION FROM AMPLE FLATNESS
  22. UEBER EINE KLASSE SINGULAERER INTEGRALGLEICHUNGEN MIT ZWEI FESTSTEHENDEN SINGULARITAETEN
  23. A UNIFORM INEQUALITY FOR THE FINITE HILBERT TRANSFORM IN WEIGHTED LEBESQUE SPACES
  24. ESTIMATORS OF FUNCTIONS IN SOME DIFFERENCE EQUATIONS
  25. HAMILTONIAN CYCLES THROUGH MATCHINGS
  26. A REMARK ON A CHARACTERIZATION OF THE POISSON PROCESS
  27. RECONSTRUCTION OF DEFORMED REGULAR POLYGONS: A PROBLEM ARISING FROM CELL-BIOLOGY
  28. ON THE KERNEL OF A PROBABILITY MEASURE ON A BANACH SPACE
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