{"push_id":1437375571,"size":1,"distinct_size":1,"ref":"refs/heads/master","head":"f0f18dd5a09f9b2c2ee47e3f0c8480666f1bfe39","before":"1275693d15506fb5cc1557497de454ebba55922b","commits":[{"sha":"f0f18dd5a09f9b2c2ee47e3f0c8480666f1bfe39","author":{"name":"crow","email":"e07da08a486bac4f4267a0e2b46313f43d5281c9"},"message":"Lemma 1. If a positive sequence\nn! c_n  (1)\nis log-concave ∀n⩾1 then (c_(n+1))/(c_n)⩽(c_n)/(c_(n-1)) and c_n is also\nconcave so that\n(c_(n+1))/(c_n)-(c_n)/(c_(n-1))⩽0  (2)\nand \nc_n c_m-(\nn+m\nn\n)c_1c_(n,m)⩾0∀1⩽m⩽n+1  (3)\n[5, Lemma 3.2]","distinct":true,"url":"https://api.github.com/repos/crowlogic/fastmath/commits/f0f18dd5a09f9b2c2ee47e3f0c8480666f1bfe39"}]}
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