It will make it easier to follow, it will show the structure of your paper, and as a bonus, it adds an extra line or two (ie., space, subtitle, space).
The pipeline of the complete methodology is shown in Fig. 4. The structure of the paper follows as a brief introduction to the importance of 3D shape analysis and different methods to represent shapes in Section 1.
The structure of the paper organised with a conceptual basis that includes evidences from cognitive neuroscience which followed with a model description in which a detail explanation of the model together with its mathematical basis and formal specification will be presented.
As for the structure of this paper, we start with a brief introduction of the one-dimensional UCM model [16], followed by a classification in Section 2.
The structure of the paper is as follows: a brief overview of the basic CI algorithm will be presented in Section 2, followed by the development of SIVW in Section 3. In Section 4 the improved attitude error framework will be derived, followed by the development of the advanced CI algorithm in Section 5.
Hanne Bach, Peter B. Sørensen and Patrik Fauser have been involved in the same projects and contributed mainly in the early phase of this paper, with input on the structure of the paper and, more specifically, a cause-effect framework.
Following the structure of a research article, these papers have an introduction in which the regions and offshore boundaries are defined and some regional statistics are provided (sea area, length of coastline, numbers of countries, etc)., along with maps showing depth contours, habitat types, and other features.
The structure of this paper is as follows: Section 1 represents the introductory remarks with a brief history.
This result builds a bridge between (l_{p} -minimization and (l_{p} -minimization, and it is important that this concl_{ion is not limited by the structure of a matrix A. However, the paper [7] does not give an analytic expression of (p(A,b)).
This participant stated further that students get accustomed to the discourse structure of a typical textbook or research paper section unique to mathematics (definition→example→remark→claim) around the fourth year of the undergraduate program with repeated reading practice and the accumulation of sufficient disciplinary knowledge.
