Miejsce w SLW: uczeń Józefiny Mehlbergowej.
Obszary badań: matematyka.
BIOGRAFIA
Data i miejsce urodzenia: 22.02.1939. Chicago (USA).
Data i miejsce śmierci: 12.12.2018. Sarajewo (Bośnia i Hercegowina).
Rodzice: Sol i Rose z d. Mayer.
Matura: Hirsch High School w Chicago (1957).
Studia: Illinois Institute of Technology (1957–1962).
Doktorat: Probabilistic Concepts and Theories in a Banach Space. 10.06.1966. Illinois Institute of Technology. Józefina Mehlbergowa.
Dydaktyka: Illinois Institute of Technology (1960–1966), De Paul University of Chicago (1966–1969), Univerzitet u Sarajevu (1966–1992, 1999–2008), University of Tennessee w Chattanooga (1994–2002), International University of Sarajevo (2008–2015).
IDEE, PROBLEMY, REZULTATY
Ogólna charakterystyka dorobku naukowego
Większość publikacji Millera – bardzo często będących pracami zespołowymi – to publikacje matematyczne oraz matematyczno-informatyczne, a najważniejsze rezultaty należą do analizy matematycznej (dotyczą w szczególności problematyki z zakresu analizy rzeczywistej, analizy funkcjonalnej, topologii analitycznej i teorii miary – oraz kwestii z pogranicza tych dyscyplin) z odniesieniami do teorii liczb (rzeczywistych), teorii mnogości i statystyki.
BIBLIOGRAFIA
A. Wykazy prac:
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B. Bibliografia podmiotowa:
1. Teksty naukowe:
1.1. Książki własne:
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1.2. Książki (współ)redagowane:
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1.3. Zbiory tekstów własnych:
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1.4. Artykuły:
• 1961 – Graphical Multiplication of Functions. AMM v. LXVIII nr 10 s. 994–997. • 1970 – A Ratio-Type Convergence Test. AMM v. LXXVII nr 3 s. 285–287. • 1973a – A Class of Non-Rate Invariant Sequence Transformations. ANUBH t. XLV kn. 12 s. 41–43. • 1973b – A Note on Matrix Summability and Rates of Convergence. MV t. 10 kn. 145–147. • 1973c – Generalization of a Classical Theorem of Measure Theory. ANUBH t. XLV kn. 12 s. 45–48. • 1973d – Rates of Convergence and Summability. ANUBH t. XLV kn. 12 s. 85–92. • 1974a – A Note on Rates of Convergence and Summability. ANUBH t. LII kn. 14 s. 97–101. • 1974b – Relationships between Various Gauges of the Size of Sets of Real Numbers. GM ser. III t. IX kn. 29 s. 59–64. • 1976 – Relationships between Various Gauges of the Size of Sets of Real Numbers. II. ANUBH t. LIX kn. 16 s. 37–48. • 1978a – A Universal Null Set Whose Steinhaus Distance set is (0, ¥). ANUBH t. LXI kn. 17 s. 37–40. • 1978b – On the Permutation Functions of H. Steinhaus. ANUBH t. LXI kn. 17 s. 27–35. • 1978c – On Transformations of Sets in Rn. ANUBH t. LXI kn. 17 s. 75–83. • 1978d – Some Results on Rates of Convergence of Sequences. ANUBH t. LXI kn. 17 s. 169–178. • 1979 – Some Results Connected with a Problem of Erdős. II. PAMS v. LXXV nr 2 s. 265–268. • 1980a – A General Partition Theorem for Sets of Reals. ANUBH t. LXVI kn. 19 s. 87–89. • 1980b – On a Paper of Shaha and Ray. PIM t. XXVII kn. 41 s. 175–178. • 1980c (z: Jusuf Alajbegović, Mustafa R.S. Kulenović i Mirko Radić) – On a Result of Carathéodory. ANUBH t. LXVI kn. 19 s. 91–94. • 1980d (z: Polychronis J. Xenikakis) – Some Results Connected with a Problem of Erdős. ANUBH t. LXVI nr 19 s. 71–75. • 1980e – Summability of Subsequences, Rearrangements and Stretchings. ANUBH t. LXVI kn. 19 s. 95–102. • 1981a – An Analogue of a Result Carathéodory. ČPM v. CVI nr 1 s. 38–41. • 1981b – An Incompatibility Result RRMPA v. XXVI nr 9 s. 1217–1220. • 1981c – Baire Outer Kermels of Sets. PIM t. XXX kn. 44 s. 117–122. • 1981d – Transformations of Sets in Rn. ČPM v. CVI nr 4 s. 422–430. • 1982a – A Probabilistic Ratio-Type Convergence Test. ANUBH t. LXIX kn. 20 s. 13–15. • 1982b – Further Results about Rates of Convergence and Summability. ANUBH t. LXIX kn. 20 s. 79–86. • 1982c – Images of Pairs of Universal Null Sets. ANUBH t. LXIX kn. 20 s. 87–91. • 1982d (z: Branko Ćurgus) – Nonmeasurable Sets and Pairs of Transfinite Sequences. ANUBH v. LXIX nr 20 s. 39–41. • 1982e – On a Result of Steinhaus and Buck. ANUBH t. LXIX kn. 20 s. 149–153. • 1982f (z: Polychronis J. Xenikakis) – Some Properties of Baire Sets and Sets of Positive Measure. RCMP v. XXXI s. 404–414. • 1983a – On a Class of Functions. ZRPMFUNS v. XIII s. 103–112. • 1983b – Rates of Convergence and Topics in Summability Theory. ANUBH t. LXXIV kn. 22 s. 39–55. • 1984a – An Incompatibility Theorem. CM v. XLVIII nr 1 s. 135–138. • 1984b (z: Mukul Pal) – On a Set in Rn under Coordinate Transformations. ČPM. v. CIX nr 3 s. 225–235. • 1984c (z: Boško Živaljević) – Remarks on the Zero-One Law. MS v. XXXIV nr 4 s. 375–384. • 1985a – On Certain Transformations of Sets. ANUBH t. LXXVIII kn. 24 s. 5–10. • 1985b (z: Polychronis J. Xenikakis) – On Several Classes of Sets. ASUAIC t. XXXI s. 17–22. • 1985c (z: Zygfryd Kominek) – Remarks on a theorem of Steinhaus. GM t. XX kn. 40 s. 337–344. • 1985d – Some Decomposition Theorems for the Real Line. RMat t. I kn. 1 s. 31–37. • 1985e (z: Polychronis J. Xenikakis) – Some Results on the Cantor Set. SSMH v. XX s. 309–312. • 1986a – A Short Zero-One Law Proof of a Theorem of Abian. AeqM v. XXX s. 281–283. • 1986b (z: Iztok Hozo) – On Riemann’s Theorem about Conditionally Convergent Series. MV t. XXXVIII s. 279–283. • 1986–1987 – On a Result of S. Kurepa. RAE v. XII nr 1 s. 252–264. • 1987a – A Theorem Connected with Results of Steinhaus and Smital. JMAA v. CXXIV nr 1 s. 27–32. • 1987b (z: Tibor Šalát) – On Classes of Sets that are Small in One Sense and Large in Another. RMat t. III nr 2 s. 215–221. • 1987c (z: Miljenko Crnjac) – Some Negative Results in Measure Theory. GM t. XXII nr 42 s. 303–308. • 1987d (z: Eylem Öztürk) – Two Results on the Rearrangements of Series. ZRPMFUNS t. XVII nr 2 s. 1–8. • 1987–1988 (z: Leila Miller) – A Result about Porous Sets and Difference Sets. RAE v. XIII nr 2 s. 441–445. • 1989a (z: Miljenko Crnjac i Boško Živaljević) – Applications of the Zero-One Law to Problems Connected with Cauchy’s Functional Equation. AeqM v. XXXVIII s. 56–65. • 1989b – Generalization of a Result of Borwein and Ditor. PAMS v. CV nr 4 s. 889–893. • 1989c – On a Property of Hamel Bases. BUMI v. VII nr 3-A s. 39–43. • 1989–1990 – A Further Extension of a Result of Borwein and Ditor. RAE v. XV nr 2 s. 713–727. • 1990a – Generalizations of Some Results of Mikul Pal. ASUAIC v. XXXVI nr 1 s. 9–16. • 1990b (z: Miljenko Crnjac i Boris Guljaš) – On a Question of H. Kraljević. AeqM v. XXXIX s. 55–67. • 1990c (z: Zygfryd Kominek) – On Functions that Preserve a Certain Class of Sets. BUMI v. VII nr 4-A s. 165–172. • 1990d (z: Zbigniew Gajda) – On Quadratic Functionals and Some Properties of Hamel Bases. JMAA v. CXLV nr 1 s. 45–51. • 1990e (z: Miljenko Crnjac) – On Several Classes of Sets. III. CMSJB v. LVIII (Approximation Theory) s. 179–185. • 1990f – Two Results in Classical Measure Theory. JMAA v. LI nr 1 s. 203–207. • 1991a (z: John Albert Fridy) – A Matrix Characterization of Statistical Convergence. An v. XI, s. 59–66. • 1991b – On Several Classes of Sets. II. AeqM v. XLII s. 190–201. • 1991c (z: Miljenko Crnjac i Boris Guljaš) – On Some Questions of Ger, Grubb and Kraljević. AMH v. LVII nr 3–4 s. 253–257. • 1991d (z: Miljenko Crnjac) – On the Image of Two Sets of Positive Outer Lebesgue Measure in Rn. AMUC v. LVIII–LIX s. 11–15. • 1992 (z: Hamid Kulosman) – Additive Functions with Big Graphs. AMS v. VI s. 61–64. • 1993 – On Subspaces of the Reals over the Field of Rationals. BUMI v. VII nr 7-A s. 207–214. • 1995 – A Measure Theoretical Subsequence Characterization of Statistical Convergence. TAMS v. CCCXLVII nr 5 s. 1811–1819. • 1996 (z: Franz J. Schnitzer) – Measure and Category. Some Non-Analogues. MP v. VII nr 1 s. 69–78. • 1996–1997 (z: Miljenko Crnjac i Boris Guljaš) – A Positive Answer to a Question about the Cantor Set. RAE v. XXII nr 1 s. 213–224. • 1997 (z: Franz J. Schnitzer i Henry L. Wyzinski) – On a Result of M. Kuczma. GM v. XXXII nr 2 s. 207–212. • 1999 (z: Vanna Zanelli) – On a Paper of Fridy about Minimal Tates of Summability. RMat v. IX nr 1 s. 71–75. • 1999–2000 (z: Henry L. Wyzinski) – On Openness of Density Points under Mappings. RAE v. XXV nr 1 s. 383–386. • 2001a – A Personal Account of the State of Mathematics in Bosnia. MI v. XXIII nr 2 s. 31–35. • 2001b (z: Cihan Orhan) – On Almost Convergent and Statistically Convergent Subsequences. AMH v. XCIII nr 1–2 s. 135–151. • 2002 – On Problem of Sierpiński and Erdös. RMat v. XI nr 1 s. 13–18. • 2003 (z: John Albert Fridy i Cihan Orhan) – Analysis-Statistical Rates of Convergence. ASM v. LXIX nr 1–2 s. 147–158. • 2004a (z: Cihan Orhan) – Statistical (T) Rates of Convergence. GM v. XXIX s. 101–110. • 2004b (z: Miljenko Crnjac i Fikret Čunjalo Ćunjalo) – Subsequence Characterizations of Statistical Convergence of Double Sequences. RMat v. XII nr 2 s. 163–175. • 2005a (z: Leila Miller-Van-Wieren) – An Interesting Example Concerning Convergence of Double Sequences. MC v. X s. 123–128. • 2005b (z: Fikret Čunjalo, Mohammad K. Khan i Jeffrey A. Osikiewicz) – Summability Matrices and Sequences of 0’s and 1’s. AMH v. CIX nr 1–2 s. 147–155. • 2007a – A-Statistical Convergence of Subsequence of Double Sequences. BUMI v. VIII nr 10B s. 727–739. • 2007b (z: Leila Miller-Van-Wieren) – On Subsequences of Double Sequences. ZRPMFUNS v. III s. 1–8. • 2008a (z: Leila Miller-Van Wieren) – A Matrix Characterization of Statistical Convergence of Double Sequences. SJM v. IV nr 16 s. 91–95. • 2008b (z: Richard F. Patterson) – Core Theorems for Double Subsequences and Rearrangements. AMH v. CXIX s. 71–80. • 2011 (z: Leila Miller-Van Wieren) – Core Theorems for Subsequences of Double Complex Sequences. SSBBMS v. XVIII nr 2 s. 345–352. • 2012 (z: Adam Jerzy Ostaszewski) – Group Action and Shift-Compactness. JMAA v. CCCXCII nr 1 s. 23–39. • 2015 (z: Leila Miller-Van-Wieren) – Some Statistical Cluster Point Theorems. HJMS v. XLIV nr 6 s. 1405–1409. • 2019 (z: Paolo Leonetti i Leila Miller-Van-Wieren) – Duality Between Measure and Category of Almost All Subsequences of a Given Sequence. PMH v. LXXVIII s. 152–156. • 2020 (Leila Miller-Van-Wieren) – Statistical Cluster Point and Statistical Limit Point Sets of Subsequences of a Given Sequence. HJMS v. XLIX nr 2 s. 494–497.
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