Ramakrishnan
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Related Articles from SNS
On Thin Perfect Matchings up to Polylogarithmic Factors
arXiv:2606.01330v1 Announce Type: new Abstract: We resolve the thin matching problem proposed by Anari, Charikar and Ramakrishnan [ACR23] up to polylogarithmic factors. Given a fractional perfect matching $x$, we say a perfect matching $M$ is $\alpha$-thin w.r.t. $x$ if for any cut $(S,\overline{S})$, we have $$ |M \cap E(S,\overline{S})| \leq \alpha\cdot x(S,\overline{S}).$$ [ACR23] conjectured that for any fractional perfect matching $x$, there exists a perfect matching $M$ which is...
Over Rs 57L compensation for man left bedridden after accidents: Why Madras HC stepped in
The Madras high court has nearly doubled the motor accident compensation for a man left completely bedridden and unresponsive after two road accidents, while sharply criticising his advocate for failing to seek enhanced compensation on his behalf. A bench comprising Justice N. Anand Venkatesh and Justice K.K. Ramakrishnan enhanced the compensation from Rs 33,02,600 to Rs 57,98,000, invoking its suo motu powers under Order XLI Rule 33 of the Code of Civil Procedure, after finding that the...