Stanley Cohen (1922- )

نویسندگان

  • Stanley Cohen
  • Rita Levi-Montalcini
  • Viktor Hamburger
چکیده

Stanley Cohen [5] was born on 17 November 1922 in Brooklyn, New York. His father was a tailor and his mother a housewife who immigrated to the United States from Russia in the early 1900s. Cohen spent his early education in the New York City public school system, and attended the city college, Brooklyn College [9], for his undergraduate studies. Brooklyn College [9] had no tuition, which allowed him the opportunity to attend the school. He majored in Biology and Chemistry and earned a bachelor?s degree in 1943.

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منابع مشابه

"Purification of a Nerve-Growth Promoting Protein from the Mouse Salivary Gland and its Neuro-Cytoxic Antiserum" (1960), by Stanley Cohen

Stanley Cohen [5] published ?Purification of a Nerve-Growth Promoting Protein from the Mouse Salivary Gland and its Neuro-Cytoxic Antiserum? in the Proceedings of the National Academies of Sciences in 1960. This paper outlined the successful purification and identification of NGF (NGF) as a protein, the developmental effects of depriving an embryo of NGF, and the discovery that NGF is also requ...

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Stanley Decompositions and Partitionable Simplicial Complexes

We study Stanley decompositions and show that Stanley’s conjecture on Stanley decompositions implies his conjecture on partitionable Cohen-Macaulay simplicial complexes. We also prove these conjectures for all Cohen-Macaulay monomial ideals of codimension 2 and all Gorenstein monomial ideals of codimension 3.

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Stanley Decompositions and Partionable Simplicial Complexes

We study Stanley decompositions and show that Stanley’s conjecture on Stanley decompositions implies his conjecture on partitionable Cohen-Macaulay simplicial complexes. We also prove these conjectures for all Cohen-Macaulay monomial ideals of codimension 2 and all Gorenstein monomial ideals of codimension 3.

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Stanley–reisner Rings with Large Multiplicities Are Cohen–macaulay

We prove that certain class of Stanley–Reisner rings having sufficiently large multiplicities are Cohen–Macaulay using Alexander duality.

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تاریخ انتشار 2017