1973
DOI: 10.1001/archopht.1973.01000040361001
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Optic Nerve Drusen

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Cited by 30 publications

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“…Kalashnikov (1967) showed that t property that * = 1,2, is non-decreasing. Further, Knerr (1977) proved that there exist 0, 1, 2, such that Xi(t) = xi if 0 ^ t^ and ( -l/X /tf) is strictly some relevance to our work here is that he also proved that X^t) is Lipschitz con tinuous and that ( - It has been shown by Kamin (1973) and by Vazquez (1981)…”
supporting
confidence: 51%
“…In this solution = 0 along the moving boundary \r\ = Ra(t) = rjQ ts. For ji -1 Kamin (1973) and later Vazquez (1981) gave es of how u(r, £)and the moving boundary R(t) approac as t-» 00. Assuming the solution approaches the Barenblatt-Pattle solution for both/* = land j u> 1, we identify, to within a certain arbitrariness of the coefficien the full asymptotic-power-series development of u(r, t) and R(t) in the limit -* 00.…”
mentioning
confidence: 99%
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