Three new procedures - in the context of estimation of virial coefficients and summation of the partial virial series for hard discs and hard spheres - are proposed. They are based on the parametrised Euler transformation, a novel resummation, identity and the ε-convergence methods respectively. A comparison with other estimates (molecular dynamics, graph theory and empirical methods) reveals satisfactory agreement
The maximum-entropy procedure for extrapolating series is applied to sum the known virial series for...
The maximum-entropy procedure for extrapolating series is applied to sum the known virial series for...
The virial expansion appears in statistical mechanics, an area where physics and mathematics interse...
Three new procedures - in the context of estimation of virial coefficients and summation of the part...
Three new procedures - in the context of estimation of virial coefficients and summation of the part...
Three new procedures for the extrapolation of series coefficients from a given power series expansio...
Three new procedures for the extrapolation of series coefficients from a given power series expansio...
Three new procedures for the extrapolation of series coefficients from a given power series expansio...
Padé approximants have long been used to predict virial series coefficients and to provide equations...
A recently derived method [R. D. Rohrmann and A. Santos, Phys. Rev. E 76, 051202 (2007)] to obtain t...
The self-consistent approximation of Rushbrooke and Hutchinson is extended so as to give consistent ...
We have calculated the direct correlation function, c(1, 2), via a high-order virial expansion, for ...
We have calculated the direct correlation function, c(1, 2), via a high-order virial expansion, for ...
We have calculated the direct correlation function, c(1, 2), via a high-order virial expansion, for ...
We have calculated the direct correlation function, c(1, 2), via a high-order virial expansion, for ...
The maximum-entropy procedure for extrapolating series is applied to sum the known virial series for...
The maximum-entropy procedure for extrapolating series is applied to sum the known virial series for...
The virial expansion appears in statistical mechanics, an area where physics and mathematics interse...
Three new procedures - in the context of estimation of virial coefficients and summation of the part...
Three new procedures - in the context of estimation of virial coefficients and summation of the part...
Three new procedures for the extrapolation of series coefficients from a given power series expansio...
Three new procedures for the extrapolation of series coefficients from a given power series expansio...
Three new procedures for the extrapolation of series coefficients from a given power series expansio...
Padé approximants have long been used to predict virial series coefficients and to provide equations...
A recently derived method [R. D. Rohrmann and A. Santos, Phys. Rev. E 76, 051202 (2007)] to obtain t...
The self-consistent approximation of Rushbrooke and Hutchinson is extended so as to give consistent ...
We have calculated the direct correlation function, c(1, 2), via a high-order virial expansion, for ...
We have calculated the direct correlation function, c(1, 2), via a high-order virial expansion, for ...
We have calculated the direct correlation function, c(1, 2), via a high-order virial expansion, for ...
We have calculated the direct correlation function, c(1, 2), via a high-order virial expansion, for ...
The maximum-entropy procedure for extrapolating series is applied to sum the known virial series for...
The maximum-entropy procedure for extrapolating series is applied to sum the known virial series for...
The virial expansion appears in statistical mechanics, an area where physics and mathematics interse...