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or a quotient field. These ordered pairs of functions Mikusiński calls "operators", the "Mikusiński operators".
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61:. From the convolution product he goes on to define what in other contexts is called the
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22:(April 3, 1913 – July 27, 1987) was a Polish mathematician based at the
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of the convolution of functions with respect to the
126:Theory of distributions – the sequential approach.
87:in 1987. A street in Katowice is named after him.
133:The theory of Lebesgue Measure and Integration.
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241:Recipients of the State Award Badge (Poland)
53:. His operational calculus is based upon an
205:MacTutor History of Mathematics Archive
49:44A40), which is relevant for solving
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236:20th-century Polish mathematicians
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26:known for his pioneering work in
78:Mikusinski convolution algebra
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170:(1944)(Operational Calculus
163:Caricature of Jan Mikusinski
135:Pergamon Press, Oxford 1961.
246:People from Ivano-Frankivsk
105:Pergamon Press, Oxford 1983
262:
74:Antosik–Mikusinski theorem
68:He is also well known for
103:The Operational Calculus.
37:in 1913 and developed an
210:University of St Andrews
200:"Jan Geniusz Mikusinski"
131:with Stanisław Hartman:
33:Mikusiński was born in
51:differential equations
43:Calculus of Mikusiński
115:The Bochner Integral.
91:Selected publications
28:mathematical analysis
24:University of Wrocław
196:Robertson, Edmund F.
146:Convolution quotient
120:with Piotr Antosik,
39:operational calculus
16:Polish mathematician
194:O'Connor, John J.;
189:Mikusinski archived
168:Rachunek Operatorow
109:Operatorenrechnung.
83:Mikusiński died in
63:field of fractions
70:Mikusinski's cube
59:Fourier transform
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151:Daniell integral
117:Birkhäuser 1978.
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41:, known as the
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185:1983 (English)
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157:External links
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128:Elsevier 1973.
122:Roman Sikorski
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231:1987 deaths
226:1913 births
35:Stanisławów
220:Categories
99:Wiley 1993
172:in Polish
140:See also
85:Katowice
55:algebra
183:Part 2
178:Part 1
76:, and
72:, the
47:MSC
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