AMS Special Session on Nonabsolute Integration

Organisers: Pat Muldowney and Erik Talvila.

We acknowledge the assistance of Marcia Federson in editing the papers for this publication.

Contents

• Benedetto Bongiorno, On the C-integral Abstract Paper in pdf dvi ps
• Peter Bullen, Nonabsolute integration in the twentieth century Abstract Paper in pdf dvi ps
• John Coffey and Robert Merkovsky, The construction of major and minor functions using gauges and Riemann sums Abstract Paper in pdf dvi ps
• Luisa Di Piazza, On some nonabsolute convergent integrals of Banach valued functions Abstract Paper in dvi
• Isidore Fleischer, The refinement integral Abstract Paper in pdf dvi ps
• Susana Foglio, The NV-integrals Paper in pdf dvi ps
• Tepper L. Gill and Woodford W. Zachary, On the dual of Henstock-Kurzweil integrable functions in n-dimensions Abstract Paper in pdf dvi ps
• Lee Tuo-Yeong and Lee Peng-Yee, On continuous major and minor functions for the Henstock-Kurzweil integral Abstract Paper in pdf dvi ps
• Valeria Marraffa, On weak convergence of Banach valued stochastic processes of Pettis and McShane integrable functions Abstract Paper in pdf dvi ps
• Patrick Muldowney, Existence conditions for Feynman path integrals Abstract Paper in dvi ps
• Patrick Muldowney and Wojciech Wojdowski, Nonabsolute integration in Black-Scholes pricing Abstract Paper in pdf dvi ps
• Shizu Nakanishi, Nuclear mappings and a Riemann approach to vector valued integration Abstract Paper in pdf dvi ps
• Giuseppa Riccobono, A nonabsolutely convergent PU-integral Abstract Paper in pdf dvi ps
• Erik Talvila, Nonabsolutely convergent Poisson integrals Abstract Paper in pdf dvi ps

The following papers have been published elsewhere

• Zoltan Buczolich, When tensor products of AC* charges and Radon measures are AC* charges, Abstract Atti Sem. Mat. Fis. Univ. Modena 49 (2001), no. 2, 411-454.
• Marcia Federson and Placido Taboas, Impulsive retarded differential equations in Banach spaces via Bochner-Lebesgue and Henstock integrals, Abstract Nonlinear Anal. 50 (2002), no. 3, Ser. A: Theory Methods, 389-407.
• Peter A. Loeb and Erik Talvila, Covering theorems and Lebesgue integration, Abstract Sci. Math. Jpn. 53 (2001), no. 2, 209-221.

View photos from the session.

Published on EMIS on 12 Nov 2002. For all articles in this volume the copyright remains with the authors. © 2002 for the EMIS electronic edition ELibM and FIZ Karlsruhe / Zentralblatt MATH