REDEFINING BOUNDARIES: THE IMPACT OF ARTIFICIAL INTELLIGENCE ON TRADEMARK LAW
The Prisoners’ Child labour continues to cause a noteworthy global challenge, violating the rights of children impedes their growth and perpetuating poverty cycles. This study examines the Constitutional provisions and legal frameworks designed to provide protection to the Prisoners children from various forms of labour force. To eradicate the child labour there is a critical need to ensure access to education a development surroundings and protection from exploitation. The analysis reviews some prominent international agreements such as the ‘United Nations Convention on the Rights of the Child’, ‘International Labour Organization.’ The study explores constitutional mandates focusing on how fundamental rights, directive principle and enforceable guarantees are utilized to safeguard children. Judicial rulings further enhance these protections by addressing legislative gaps and ensuring effective enforcement. Notwithstanding the existence of robust legal frameworks, enforcement remains a persistent challenge due to factors such as socio-economic disparities, insufficient awareness and limited governmental capacity. The study highlights the importance of implementing comprehensive strategies that integrate legal measures with educational initiatives, poverty reduction programs and community engagement to tackle the root causes of Prisoner’s child labour. This research concludes that constitutional safeguards are vital in combating child labour, providing a foundation for legislative and policy advancements. Their successful implementation requires a collaborative approach, combining Legal, social and economic interventions to uphold children’s rights and secure a better future.
Publication Details
- Journal
- Zenodo (CERN European Organization for Nuclear Research)
- Published
- 2025-06-27
- DOI
- https://doi.org/10.5281/zenodo.15757758
- Primary Topic
- Poverty, Education, and Child Welfare
- Type
- article
- Field-Weighted Citation Impact
- 0.00