Research Article

Composable Financial Filter Architecture for Time-Series Personal Finance Projections

Authors

  • Niraj Katkamwar Rochester Institute of Technology, USA

Abstract

Composable Financial Filter Architecture introduces a revolutionary paradigm to individual finance estimates through modular, re-applicable components operated on time-series data. This innovative design addresses important challenges in contemporary financial planning systems, which often suffer from rigid structures and limited interoperability. By decomposing complex financial arguments into composable units, architecture enables rapid construction of refined financial landscapes without specialized programming knowledge. Financial professionals can avail these components to model various aspects, including income projection, expenditure forecasting, investment performance, tax adaptation, and unprecedented flexibility. Architecture Difference implements comprehensive safety measures, including confidentiality, on-device computation, compartmentalized access control, and homomorphic encryption, to ensure that confidential financial data is preserved throughout the processing. Comprehensive assessment displays better performance characteristics, including rapid processing time, higher accuracy than industry standards, skilled memory use, and high accuracy, including extraordinary scalability. The solution dramatically improves cooperation efficiency by maintaining computational accuracy, offering a transformative approach to financial modeling that balances sophisticated analytical abilities with spontaneous access to financial professionals.

Article information

Journal

Journal of Computer Science and Technology Studies

Volume (Issue)

7 (8)

Pages

886-891

Published

2025-08-13

How to Cite

Niraj Katkamwar. (2025). Composable Financial Filter Architecture for Time-Series Personal Finance Projections. Journal of Computer Science and Technology Studies, 7(8), 886-891. https://doi.org/10.32996/jcsts.2025.7.8.103

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Keywords:

financial modeling, composable architecture, differential privacy, time-series projections, filter composition