In this survey note we discuss about non absolute integrable functions and we put our view about the question: Why we need Non absolute integral in place of Lebesgue integral? Various areas are discussed, where we can find Henstock-Kurzweil integral in place of Lebesgue integral
This book presents the Henstock/Kurzweil integral and the McShane integral. These two integrals are ...
summary:For a merely continuous partition of unity the PU integral is the Lebesgue integral
Let I = [a; b] R be a compact interval. Let f : I ! R be a real-valued function. We investigate th...
The integral accounts for one half of the calculus first described by Isaac Newton. Its conception i...
summary:It is commonly known that absolute gauge integrability, or Henstock-Kurzweil (H-K) integrabi...
summary:The influence of Jan Marik in the field of non absolute integration is described in the plan...
summary:A workable nonstandard definition of the Kurzweil-Henstock integral is given via a Daniell i...
A decade ago, a Frenchman mathematician Henri Lebesgue identifies that the Riemann Integral doesn’t ...
The concept of Lebesque integration has seemingly been reserved for students of advanced study. It i...
Integrals, Riemann integrable functions, partition, measureLebesgue integration extends the definiti...
This review explains the limitations of the Riemann integral and focuses on the more general concept...
In this paper, we introduced a Henstock-type integral named N-integral of a real valued function f o...
This paper has a missionary zeal, convincing a professional mathematician to consider replacing trad...
ENGLISH: The theory of the Riemann integral was not fully satisfactory. Many important functions ...
It is well-known that the Lebesgue integral generalises the Riemann integral. How-ever, as is also w...
This book presents the Henstock/Kurzweil integral and the McShane integral. These two integrals are ...
summary:For a merely continuous partition of unity the PU integral is the Lebesgue integral
Let I = [a; b] R be a compact interval. Let f : I ! R be a real-valued function. We investigate th...
The integral accounts for one half of the calculus first described by Isaac Newton. Its conception i...
summary:It is commonly known that absolute gauge integrability, or Henstock-Kurzweil (H-K) integrabi...
summary:The influence of Jan Marik in the field of non absolute integration is described in the plan...
summary:A workable nonstandard definition of the Kurzweil-Henstock integral is given via a Daniell i...
A decade ago, a Frenchman mathematician Henri Lebesgue identifies that the Riemann Integral doesn’t ...
The concept of Lebesque integration has seemingly been reserved for students of advanced study. It i...
Integrals, Riemann integrable functions, partition, measureLebesgue integration extends the definiti...
This review explains the limitations of the Riemann integral and focuses on the more general concept...
In this paper, we introduced a Henstock-type integral named N-integral of a real valued function f o...
This paper has a missionary zeal, convincing a professional mathematician to consider replacing trad...
ENGLISH: The theory of the Riemann integral was not fully satisfactory. Many important functions ...
It is well-known that the Lebesgue integral generalises the Riemann integral. How-ever, as is also w...
This book presents the Henstock/Kurzweil integral and the McShane integral. These two integrals are ...
summary:For a merely continuous partition of unity the PU integral is the Lebesgue integral
Let I = [a; b] R be a compact interval. Let f : I ! R be a real-valued function. We investigate th...
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