Further to the previous review article (Adv Engng Software 19 (1)(1994) 21–32), this paper
reviews more recent studies on the same subject by citing more than one hundred papers …

Boundary integral equations with strongly singular and hypersingular kernels can be very
useful in many fields of applied mechanics. In this paper two basic aspects are addressed …

When using the boundary element method, the accuracy of the numerical solution depends
critically on the discretization of the boundary into elements (panels). The distribution of the …

The scaled boundary finite‐element method is a novel semi‐analytical technique, combining
the advantages of the finite element and the boundary element methods with unique …

To describe the physical fields of the V-notch structure accurately, the structure is first
divided into two parts, the notch tip sector containing singular stress field and the non …

The advent of Isogeometric analysis enabled advances towards the straightforward
connection between geometric design and mechanical modelling phases. 3D approaches of …

This is a review of the recent studies on adaptive mesh refinement schemes for boundary
element methods. We suppose that the adaptive mesh refinement schemes are constructed …

In this paper, six error indicators obtained from dual boundary integral equations are used
for local estimation, which is an essential ingredient for all adaptive mesh schemes in BEM …

This paper presents a new approach for a posteriori 'pointwise'error estimation in the
boundary element method. The estimator relies upon evaluation of the residual of …

A fast multipole boundary element method (FMBEM) extended by an adaptive mesh
refinement algorithm for solving acoustic problems in three‐dimensional space is presented …