activity
19952014
most citedA theory of bond portfolios

104 citations · 216 across the 12 of their papers we have counts for

collaborators

13 papers

math.OC2014

A remark on smooth solutions to a stochastic control problem with a power terminal cost function and stochastic volatilities

Yalçin Aktar, Erik Taflin

Incomplete financial markets are considered, defined by a multi-dimensional non-homogeneous diffusion process, being the direct sum of an Itô process (the price process), and anoth…

q-fin.PR2013

Robust no-free lunch with vanishing risk, a continuum of assets and proportional transaction costs

Bruno Bouchard, Emmanuel Lepinette, Erik Taflin

We propose a continuous time model for financial markets with proportional transactions costs and a continuum of risky assets. This is motivated by bond markets in which the contin…

q-fin.CP2010★ 14 cited

No-arbitrage of second kind in countable markets with proportional transaction costs

Bruno Bouchard, Erik Taflin

Motivated by applications to bond markets, we propose a multivariate framework for discrete time financial markets with proportional transaction costs and a countable infinite numb…

math.PR2009★ 34 cited

Generalized integrands and bond portfolios: Pitfalls and counter examples

Erik Taflin

We construct Zero-Coupon Bond markets driven by a cylindrical Brownian motion in which the notion of generalized portfolio has important flaws: There exist bounded smooth random va…

q-fin.TR2007

In which Financial Markets do Mutual Fund Theorems hold true?

Walter Schachermayer, Mihai Sirbu, Erik Taflin

The Mutual Fund Theorem (MFT) is considered in a general semimartingale financial market S with a finite time horizon T, where agents maximize expected utility of terminal wealth.…

math-ph2006★ 4 cited

Simple Non Linear Klein-Gordon Equations in 2 space dimensions, with long range scattering

Erik Taflin

We establish that solutions, to the most simple NLKG equations in 2 space dimensions with mass resonance, exhibits long range scattering phenomena. Modified wave operators and solu…