Case Note & Summary
The dispute arose from the State Bank of Patiala's Voluntary Retirement Scheme (SBPVRS), which was implemented to downsize its workforce. The scheme was open for applications from 15th February 2001 to 1st March 2001. Respondents applied for voluntary retirement during this period but later sought to withdraw their applications after the closure date. The bank denied their requests, leading to a writ petition in the High Court, which quashed the SBPVRS, allowing withdrawal before acceptance. The bank appealed to the Supreme Court, which examined the validity of the withdrawal clause in light of previous judgments, particularly the case of Bank of India v. O.P. Swarnakar. The Supreme Court noted that the SBPVRS allowed for a withdrawal period until the closure date, after which the bank needed time to assess its liabilities and implement the scheme. The court concluded that the SBPVRS was an invitation to offer, and employees could not withdraw their applications post-deadline. The Supreme Court allowed the bank's appeal, setting aside the High Court's judgment without costs.
Headnote
A) Employment Law - Voluntary Retirement Scheme - Withdrawal Rights - State Bank of Patiala Voluntary Retirement Scheme, 2001 - Employees are precluded from withdrawing their applications after the closure of the scheme on 1st March 2001, as per the terms of the scheme. The court held that the scheme is an invitation to offer, and once the closure date has passed, the bank's acceptance process begins, thus preventing withdrawal (Paras 1-4).
Issue of Consideration
Whether employees can withdraw their applications for voluntary retirement after the closure of the scheme.
Final Decision
The Supreme Court allowed the appeals of the State Bank of Patiala, set aside the High Court's judgment, and ruled that employees could not withdraw their applications post the closure of the SBPVRS on 1st March 2001.
Law Points
- Voluntary Retirement Scheme
- Withdrawal Rights
- Invitation to Offer
- Employment Law
- Enforceability of Schemes
