Q What is Collegium System?
A
- The Collegium of judges is the Indian Supreme Court’s invention.
- It does not figure in the Constitution, which says judges of the Supreme Court and High Courts are appointed by the President and speaks of a process of consultation.
- In effect, it is a system under which judges are appointed by an institution comprising judges.
- After some judges were superseded in the appointment of the CJI in the 1970s, and attempts made subsequently to effect a mass transfer of High Court judges across the country.
- Hence there was a perception that the independence of the judiciary was under threat. This resulted in a series of cases over the years.
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)
Q What are The Judges Cases ?
A
- First Judges Case (1981) ruled that the “consultation” with the CJI in the matter of appointments must be full and effective.
- However, it rejected the idea that the CJI’s opinion, albeit carrying great weight, should have primacy.
- Second Judges Case (1993) introduced the Collegium system, holding that “consultation” really meant “concurrence”.
- It added that it was not the CJI’s individual opinion, but an institutional opinion formed in consultation with the two senior-most judges in the Supreme Court.
- Third Judges Case (1998): On a Presidential Reference for its opinion, the Supreme Court, in the Third Judges Case (1998) expanded the Collegium to a five-member body, comprising the CJI and four of his senior-most colleagues.
Q What is the procedure followed by Collegium ?
A
Appointment of CJI
- The President of India appoints the CJI and the other SC judges.
- As far as the CJI is concerned, the outgoing CJI recommends his successor.
- In practice, it has been strictly by seniority ever since the supersession controversy of the 1970s.
- The Union Law Minister forwards the recommendation to the PM who, in turn, advises the President.
Other SC Judges
- For other judges of the top court, the proposal is initiated by the CJI.
- The CJI consults the rest of the Collegium members, as well as the senior-most judge of the court hailing from the High Court to which the recommended person belongs.
- The consultees must record their opinions in writing and it should form part of the file.
- The Collegium sends the recommendation to the Law Minister, who forwards it to the Prime Minister to advise the President.
For High Courts
- The CJs of High Courts are appointed as per the policy of having Chief Justices from outside the respective States. The Collegium takes the call on the elevation.
- High Court judges are recommended by a Collegium comprising the CJI and two senior-most judges.
- The proposal, however, is initiated by the Chief Justice of the High Court concerned in consultation with two senior-most colleagues.
- The recommendation is sent to the Chief Minister, who advises the Governor to send the proposal to the Union Law Minister.
Q Does the Collegium recommend transfers too?
A
- Yes, the Collegium also recommends the transfer of Chief Justices and other judges.
- Article 222 of the Constitution provides for the transfer of a judge from one High Court to another.
- When a CJ is transferred, a replacement must also be simultaneously found for the High Court concerned. There can be an acting CJ in a High Court for not more than a month.
- In matters of transfers, the opinion of the CJI “is determinative”, and the consent of the judge concerned is not required.
- However, the CJI should take into account the views of the CJ of the High Court concerned and the views of one or more SC judges who are in a position to do so.
- All transfers must be made in the public interest, that is, “for the betterment of the administration of justice”.
Q What are Loopholes in the Collegium system ?
A
- Lack of Transparency: Opaqueness and a lack of transparency, and the scope for nepotism are cited often.
- Judges appointing Judge: The attempt made to replace it by a ‘National Judicial Appointments Commission’ was struck down by the court in 2015 on the ground that it posed a threat to the independence of the judiciary.
- Criteria: Some do not believe in full disclosure of reasons for transfers, as it may make lawyers in the destination court chary of the transferred judge.
Q Is there a scope for transparency ?
A
- In respect of appointments, there has been an acknowledgment that the “zone of consideration” must be expanded to avoid criticism that many appointees hail from families of retired judges.
- The status of a proposed new memorandum of procedure, to infuse greater accountability, is also unclear.
- Even the majority opinions admitted the need for transparency, now Collegium’s resolutions are now posted online, but reasons are not given.