### Focus and Scope

Procediamath is a scientific proceeding of the National Seminar on Mathematics and Mathematics Education that published by Mathematics Education Departement IAIN Syekh Nurjati Cirebon. The purpose of this proceeding publication is to disseminate new theories and the results of research that have been achieved in the field of mathematics education, mathematics, applied mathematics, statistics, and computation with the following scope:

- Mathematics Learning Model

- Media and multimedia of Mathematics Learning

- Didactical Design of Mathematics Learning

- Mathematical Tools

- Mathematics Learning Theory

- Mathematics Education Curriculum

- Classroom action research on Mathematics Learning

- Assessment and Evaluation on Mathematics Teaching and Learning

- Professional Development of Teachers of Mathematics

- Advanced Calculus

- Advanced Numerical Methods

- Algebra

- Boundary Value Problems

- Cybernetics

- Differential Topology

- Fluid Dynamics and Applications

- Fractional Differential Equations

- Functional Analysis

- Fuzzy Logic

- Geometry

- Linear Algebra

- Mathematical Analysis

- Mathematical Modelling

- Mathematical Physics

- Nonlinear Analysis

- Operations Research

- Optimization Theory

- Probability

- Statistics

- Stochastic Processes

- Wave Propagation

Procediamath is a peer-reviewed scholarly proceeding. Its aim is to facilitate the systematic development of the scientific body of knowledge in the field of Mathematics Education, mathematics, applied mathematics, statistics, and computation.

Procediamath is broadly multi- and interdisciplinary, publishing works focusing on Mathematics Education, Mathematics, Applied Mathematics, Statistics, and Computation. Its guiding principle is not to discriminate contradictory arguments and alternative approaches: Theoretical and methodological pluralism is welcomed and supported.

### Section Policies

#### Articles

Open Submissions | Indexed | Peer Reviewed |

### Peer Review Process

We are committed to prompt evaluation and publication of fully accepted papers in Procediamath. To maintain a high-quality publication, all submissions undergo a rigorous review process. Characteristics of the peer review process are as follows:

- Simultaneous submissions of the same manuscript to different journals will not be tolerated.
- Manuscripts with contents outside the scope will not be considered for review.
- Papers will be refereed by at least 2 experts as suggested by the editorial board.
- In addition, Editors will have the option of seeking additional reviews when needed. Authors will be informed when Editors decide further review is required.
- All publication decisions are made by the journal's Editors-in-Chief on the basis of the referees' reports. Authors of papers that are not accepted are notified promptly.
- All submitted manuscripts are treated as confidential documents. We expect our Board of Reviewing Editors and reviewers to treat manuscripts as confidential material as well.
- Editors and reviewers involved in the review process should disclose conflicts of interest resulting from direct competitive, collaborative, or other relationships with any of the authors, and remove oneself from cases in which such conflicts preclude an objective evaluation. Privileged information or ideas that are obtained through peer review must not be used for competitive gain.
- Our peer review process is confidential and identities of reviewers cannot be revealed.

### Open Access Policy

This journal provides immediate open access to its content on the principle that making research freely available to the public supports a greater global exchange of knowledge.