Potassium permanganate as ain situprobe for B-Z and Z-Z junctions

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A. Z. v. B. Z. (2000)

In A.Z. v. B.Z. (2000), the Supreme Judicial Court of Massachusetts in Boston, Massachusetts, affirmed a lower court?s decision, ruling that contracts that require a party to become a parent against his or her will are unenforceable and contrary to public policy. The case centered around A.Z. and B.Z., a divorced couple who had previously used in vitro [4] fertilization [5] (IVF) to start a fam...

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A. Z. v. B. Z. (2000)

In A.Z. v. B.Z. (2000), the Supreme Judicial Court of Massachusetts in Boston, Massachusetts, affirmed a lower court?s decision, ruling that contracts that require a party to become a parent against his or her will are unenforceable and contrary to public policy. The case centered around A.Z. and B.Z., a divorced couple who had previously used in vitro [4] fertilization [5] (IVF) to start a fam...

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A. Z. v. B. Z. (2000)

In A.Z. v. B.Z. (2000), the Supreme Judicial Court of Massachusetts in Boston, Massachusetts, affirmed a lower court?s decision, ruling that contracts that require a party to become a parent against his or her will are unenforceable and contrary to public policy. The case centered around A.Z. and B.Z., a divorced couple who had previously used in vitro [4] fertilization [5] (IVF) to start a fam...

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A. Z. v. B. Z. (2000)

In A.Z. v. B.Z. (2000), the Supreme Judicial Court of Massachusetts in Boston, Massachusetts, affirmed a lower court?s decision, ruling that contracts that require a party to become a parent against his or her will are unenforceable and contrary to public policy. The case centered around A.Z. and B.Z., a divorced couple who had previously used in vitro [4] fertilization [5] (IVF) to start a fam...

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The confluent hypergeometric functions M(a, b;z) and U(a, b;z) for large b and z

We obtain new and complete asymptotic expansions of the confluent hypergeometric functions M(a, b; z) and U(a, b; z) for large b and z. The expansions are different in the three different regions: z + a + 1 − b > 0, z + a + 1 − b < 0 and z + a + 1 − b = 0. The expansions are not of Poincaré type and we give explicit expressions for the terms of the expansions. In some cases, the expansions are ...

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ژورنال

عنوان ژورنال: Nucleic Acids Research

سال: 1991

ISSN: 0305-1048,1362-4962

DOI: 10.1093/nar/19.24.6943