Springer International to Publish Conference Proceeding - ACIAM 2024 is the first African Conference on industrial and applied Mathematics, bringing world class academics, professionals and government officials from diverse backgrounds around the globe to share their knowledge and expertise. Moreover, the delegates will get an opportunity to share their experience, impact and success stories that have tremendously brought positive changes in sustainable economic development. Therefore, the organizers of ACIAM 2024 have partnered with Springer international, to publish a conference proceeding volume of all publishable manuscripts. This is to ensure maximum outreach and dissemination needed to foster economic development and sustainable growth.
We invite submissions from all mathematical disciplines covering both theory and applications. The conference subjects include, but are not restricted to, the following areas:
Exploring practical applications and theoretical developments.
Delving into functional, real, and complex analysis topics.
Statistical methods and their real-world applications.
Studies on probability theory and stochastic processes.
Focus on statistical theory and methodologies.
Integrating biology, computer science, and mathematics.
Mathematical modeling in biological systems.
Statistical analysis in biological research.
Study of discrete structures and their applications.
Analyzing and interpreting complex data sets.
Exploring the behavior of complex systems over time.
Investigating mathematical concepts through experimentation.
Mathematical approaches in finance and insurance industries.
Studying the behavior of fluids in motion.
Exploring networks and relationships in graphs.
Innovations and challenges in teaching mathematics.
Study of integers and integer-valued functions.
Algorithms for solving numerical problems in mathematics.
Optimizing complex decision-making processes.
Advanced analysis of real and complex-valued functions.
Processes involving randomness and probability.
Studying properties preserved under continuous deformations.
Structures such as groups, rings, and fields.
Mathematical concepts where a function returns the same point.
Investigating systems with sensitive dependence on initial conditions.
Exploring fractal geometry and its applications.
Generalizations of integrals and derivatives to non-integer orders.
Applications of signal processing in biological research.
Mathematical methods in electrical engineering.
Techniques for finding the best solutions to problems.
Study of differential equations with functions of a single variable.
Mathematics of equations involving partial derivatives.
Exploring differential equations with delayed arguments.