kleinian theory
31Jacques Lacan — Jacques Marie Émile Lacan Full name Jacques Marie Émile Lacan Born 13 April 1901 Paris, France Died 9 September 1981(1981 09 09) (aged 80) Pari …
32John Bowlby — (February 26, 1907 – September 2, 1990) was a British psychiatrist and psychoanalyst, notable for his interest in child development and his pioneering work in attachment theory. Background John Bowlby was born in London to an upper middle class… …
33Felix Klein — Born 25 April 1849(1849 04 25) Düsseldorf, Rhine, P …
34List of Stuyvesant High School people — This article lists notable people associated with Stuyvesant High School in New York City, New York, organized into rough professional areas and listed in order by their graduating class. MathematicsStuyvesant High School has produced a steady… …
35List of Lie groups topics — This is a list of Lie group topics, by Wikipedia page. Contents 1 Examples 2 Lie algebras 3 Foundational results 4 Semisimple theory …
36Otto F. Kernberg — Born 1928 Vienna, Austria …
37Jean Laplanche — (born June 21 1924) is a French author, theorist and psychoanalyst. Laplanche is best known for his work on psychosexual development and Sigmund Freud s seduction theory, and has written more than a dozen books on psychoanalytic theory. The… …
38Rips machine — In geometric group theory, the Rips machine is a method of studying the action of groups on R trees. It was introduced in unpublished work of Eliyahu Rips in about 1991. An R tree is a uniquely arcwise connected metric space in which every arc is …
39List of Lie group topics — This is a list of Lie group topics, by Wikipedia page. Examples See Table of Lie groups for a list *General linear group, special linear group **SL2(R) **SL2(C) *Unitary group, special unitary group **SU(2) **SU(3) *Orthogonal group, special… …
40Modular group — For a group whose lattice of subgroups is modular see Iwasawa group. In mathematics, the modular group Γ is a fundamental object of study in number theory, geometry, algebra, and many other areas of advanced mathematics. The modular group can be… …
