Paper's Title
(use Arial 14)
First Author1, Second Author2 and Others3
1 Full address of first author, including
country, email (use Arial 11)
2 Full address of second author, including
country, email
3 List all distinct addresses in the same way
Keywords:
List the keywords covered in your paper. (use Arial 10)
For the rest of the
paper, use Times New Roman 11
Abstract. Page setup should be: Top 3 cm,
Bottom 2.5 cm, Left 3 cm, Right 2.5 cm, Gutter 0 cm, from edge: Header 1.5 cm,
Footer 1.5 cm. The spacing of the text should be single.
Organization of the Text
Section Headings. The section headings are in
boldface capital and are numbered.. Second level headings are typed as part of the
succeeding paragraph.
Tables. Tables (refer with: Table 1, Table
2, ...) should be presented as part of the text. A descriptive title should be
placed below each table. The caption should be self-contained and placed the
table.
Figures. Figures (refer with: Fig. 1, Fig. 2,
...) also should be presented as part of the text, leaving enough space so that
the caption will not be confused with the text. The caption should be
self-contained and placed below the figure
Equations. Equations (refer with: (1), (2),
...) have to be numbered sequentially, and the number put in parentheses at the
right-hand edge of the text.
Literature References
References are cited in the
text just by square brackets [1]. The references are to be numbered in the
order in which they are cited in the text and are to be listed at the end of
the contribution under a heading References, see our example below.
References
1. Ladopoulos E.G.,‘On the
numerical solution of the finite – part singular integral equations of the
first and the second kind used in fracture mechanics’, Comp. Meth. Appl.
Mech. Engng, 65 (1987), 253 – 266.
2. Ladopoulos E.G., ‘On the
solution of the two – dimensional problem of a plane crack of arbitrary shape
in an anisotropic material’, J. Engng Fract. Mech., 28 (1987), 187 –
195.
3. Ladopoulos E.G., ‘On the
numerical evaluation of the singular integral equations used in two and
three-dimensional plasticity problems’, Mech. Res. Commun., 14
(1987), 263 – 274.
4. Ladopoulos E.G., 'Singular Integral Equations, Linear and Non-Linear
Theory and its Applications in Science and Engineering', Springer,
New York, Berlin, 2000.
There
are no page limits. Also, you can download a sample paper in .doc and .pdf format. After
the acceptance of the paper the Copyright Form should be signed and returned to
the publisher. For the publication of the accepted paper there is a very small
fee to be paid by the author.