- Curriculum Vitae Erik Talvila
- Preprint July 2, 2002 Estimates of the remainder in Taylor's theorem using
- A product convergence theorem for Henstock{Kurzweil Parasar Mohanty
- Czechoslovak Mathematical Journal, 55 (130) (2005), 933940 ESTIMATES OF THE REMAINDER IN TAYLOR'S THEOREM
- ON THE C-INTEGRAL BENEDETTO BONGIORNO
- PACIFIC JOURNAL OF MATHEMATICS Vol. 175,No. 2, 1996
- Preprint September 13, 2002 Estimates of Henstock/Kurzweil Poisson integrals
- |_Preprint_November_1,_2002._To_appear_in_Illinois_Journal|of_Mathematics Henstock-Kurzweil Fourier transforms
- Growth estimates and Phragm'en-Lindel"of principles for half space problems
- Convergence of Banach valued stochastic processes of Pettis and McShane integrable
- On continuous major and minor functions for the Henstock-Kurzweil integral
- Analysis Seminar January 31, 2001
- POINTWISE GROWTH ESTIMATES OF THE RIESZ David Siegel 1 and Erik Talvila 2
- LUSIN'S THEOREM AND BOCHNER INTEGRATION PETER A. LOEB AND ERIK TALVILA
- UNIQUENESS FOR THE nDIMENSIONAL HALF SPACE DIRICHLET PROBLEM
- From: Real Analysis Exchange 25 (1999/00) 907{918. Erik Talvila, Department of Mathematics, University of Illinois at
- Growth estimates and Phragm'enLindelof principles for half space problems
- Preprint November 1, 2002. To appear in Illinois Journal of Mathematics Henstock{Kurzweil Fourier transforms
- THE NV-INTEGRALS SUSANA F. L. R. DE FOGLIO
- Rapidly Growing Fourier Integrals Erik Talvila
- published in Abstract and Applied Analysis Volume 2009, Article ID 307404, 18 pages Convolutions with the continuous primitive integral
- Nonabsolutely convergent Poisson integrals Erik Talvila
- Real Analysis Exchange Vol. 29(1), 2003/2004, pp. 199204
- ON THE DUAL SPACE OF THE HENSTOCK-KURZWEIL INTEGRABLE FUNCTIONS IN N DIMENSIONS*
- A NONABSOLUTELY CONVERGENT INTEGRAL DEFINED BY PARTITIONS OF THE UNITY *
- Nonabsolutely convergent Poisson integrals Erik Talvila
- Integration Theory in Financial Mathematics P. Muldowney, W. Wojdowski
- Non Absolute Integrals|A Survey 1 NON-ABSOLUTE INTEGRALS IN
- The Re nement Integral Isidore Fleischer
- Analysis Seminar February 7, 2001
- Preprint September 13, 2002 Estimates of Henstock/Kurzweil Poisson integrals
- Preprint July 2, 2002 Estimates of the remainder in Taylor's theorem using
- Necessary and Sufficient Conditions for Differentiating Under the Integral Sign
- The Refinement Integral Isidore Fleischer
- Existence conditions for Feynman integrals P. Muldowney
- John J. Co ey and Robert Merkovsky Purdue University Calumet
- Some Divergent Trigonometric Integrals Erik Talvila
- A product convergence theorem for HenstockKurzweil Parasar Mohanty
- Preprint November 1, 2002. To appear in Illinois Journal of Mathematics HenstockKurzweil Fourier transforms
- LUSIN'S THEOREM AND BOCHNER INTEGRATION PETER A. LOEB AND ERIK TALVILA
- 2004AnnualSurvey oftheMathematicalSciences
- Curriculum Vitae Erik Talvila
- Non Absolute Integrals--A Survey 1 NON-ABSOLUTE INTEGRALS IN
- Potential Analysis 15: 333360, 2001. 2001 Kluwer Academic Publishers. Printed in the Netherlands.
- On continuous major and minor functions for the Henstock-Kurzweil integral
- Preprint May 27, 2011. To appear in Journal of Fourier Analysis and Applications. Fourier series with the continuous primitive integral
- Illinois Journal of Mathematics Volume 53, Number 4, Winter 2009, Pages 11871219
- RESEARCH Real Analysis Exchange Vol. 33(1), 2007/2008, pp. 5182
- Canad. Math. Bull. Vol. 48 (1), 2005 pp. 133146 Estimates of Henstock-Kurzweil Poisson
- Illinois Journal of Mathematics Volume 46, Number 4, Winter 2002, Pages 12071226
- Real Analysis Exchange Vol. (), , pp. 907918
- John J. Coffey and Robert Merkovsky Purdue University Calumet
- THE NV -INTEGRALS SUSANA F. L. R. DE FOGLIO
- Integration Theory in Financial Mathematics P. Muldowney, W. Wojdowski
- Nuclear mapping and a Riemann approach to vector valued integration
- A NONABSOLUTELY CONVERGENT INTEGRAL DEFINED BY PARTITIONS OF THE UNITY *
- Analysis Seminar January 31, 2001
- John J. Coffey and Robert Merkovsky Purdue University Calumet
- Introduction to Henstock integration
- Nuclear mapping and a Riemann approach to vector valued integration
- Non Absolute Integrals_A Survey 1 NON-ABSOLUTE INTEGRALS IN
- Convergence of Banach valued stochastic processes of Pettis and McShane integrable
- Analysis Seminar February 7, 2001
- ON THE C-INTEGRAL BENEDETTO BONGIORNO
- Nuclear mapping and a Riemann approach to vector valued integration
- THE NV -INTEGRALS SUSANA F. L. R. DE FOGLIO
- Integration Theory in Financial Mathematics P. Muldowney, W. Wojdowski
- Existence conditions for Feynman integrals P. Muldowney
- On continuous major and minor functions for the Henstock-Kurzweil integral
- Introduction to Henstock integration
- Convergence of Banach valued stochastic processes of Pettis and McShane integrable
- 131 (2006) MATHEMATICA BOHEMICA No. 2, 189196 CONTINUITY IN THE ALEXIEWICZ NORM
- ON THE DUAL SPACE OF THE HENSTOCK-KURZWEIL INTEGRABLE FUNCTIONS IN N DIMENSIONS*
- Nonabsolutely convergent Poisson integrals Erik Talvila
- A NONABSOLUTELY CONVERGENT INTEGRAL DEFINED BY PARTITIONS OF THE UNITY *
- ON THE DUAL SPACE OF THE HENSTOCK-KURZWEIL INTEGRABLE FUNCTIONS IN N DIMENSIONS*
- ON THE C-INTEGRAL BENEDETTO BONGIORNO
- The Refinement Integral by
