Help ?

IGMIN: あなたがここにいてくれて嬉しいです. お願いクリック '新しいクエリを作成してください' 当ウェブサイトへの初めてのご訪問で、さらに情報が必要な場合は.

すでに私たちのネットワークのメンバーで、すでに提出した質問に関する進展を追跡する必要がある場合は, クリック '私のクエリに連れて行ってください.'

科学、技術、工学、医学(STEM)分野に焦点を当てています | ISSN: 2995-8067  G o o g l e  Scholar

logo image

IgMin Research | マルチディシプリナリーオープンアクセスジャーナルは、科学、技術、工学、医学(STEM)の広範な分野における研究と知識の進展に貢献することを目的とした権威ある多分野のジャーナルです.

Biology

Mathematics at IgMin Research | Biology Group

私たちの使命は、学際的な対話を促進し、広範な科学領域にわたる知識の進展を加速することです.

について

Mathematics is a universal language of patterns, relationships, and structures. It is a fundamental field that investigates the properties and interactions of numbers, shapes, and symbols. Mathematics plays an integral role in advancing scientific understanding, technological innovations, and problem-solving across a wide range of disciplines.

Mathematics encompasses a diverse array of areas, from pure mathematics that explores abstract concepts to applied mathematics that solves real-world problems. It provides the foundation for scientific modeling, data analysis, engineering, and much more. Mathematics not only describes the natural world but also enables us to predict, design, and create solutions that shape our modern world.

  • Pure mathematics
  • Algebra
  • Geometry
  • Calculus
  • Number theory
  • Mathematical logic
  • Topology
  • Combinatorics
  • Probability theory
  • Statistics
  • Differential equations
  • Linear algebra
  • Discrete mathematics
  • Mathematical modeling
  • Cryptography
  • Optimization
  • Mathematical physics
  • Computational mathematics
  • Applied mathematics
  • Mathematical education
  • Mathematics and technology
  • Mathematics in finance
  • Mathematics in engineering
  • Mathematics in computer science
  • Advancements in mathematics

Biology Group (1)

Review Article Article ID: igmin263
Cite

Open Access Policy refers to a set of principles and guidelines aimed at providing unrestricted access to scholarly research and literature. It promotes the free availability and unrestricted use of research outputs, enabling researchers, students, and the general public to access, read, download, and distribute scholarly articles without financial or legal barriers. In this response, I will provide you with an overview of the history and latest resolutions related to Open Access Policy.

Boundary Value Problems in Ellipsoidal Geometry and Applications
by Panayiotis Vafeas

Many applications in science, engineering, and modern technology require the solution of boundary value problems for genuine three-dimensional objects. These objects often are of or can be approximated by, an ellipsoidal shape, where the three ellipsoidal semiaxes correspond to three independent degrees of freedom. The triaxial ellipsoid represents the sphere of any anisotropic space and for this reason, it appears naturally in many scientific disciplines. Consequently, despite the complications of the ellipsoidal geometry and mainly its analys...is, based on the theory of ellipsoidal harmonics, a lot of progress has been made in the solution of ellipsoidal boundary value problems, due to its general applicability. In this mini-review, we aim to present to the scientific community the main achievements towards the investigation of three such physical problems of medical, engineering and technological significance, those comprising intense research in (a) electroencephalography (EEG) and magnetoencephalography (MEG), (b) creeping hydrodynamics (Stokes flow) and (c) identification of metallic impenetrable bodies, either embedded within the Earth’s conductive subsurface or located into a lossless air environment. In this context, special expertise and particular skills are needed in solving open boundary value problems that incorporate the ellipsoidal geometry and the related harmonic analysis, revealing the fact that there still exists the necessity of involving with these issues.

Mathematics