Results 41 to 50 of about 2,227,707 (156)
Stanley Kaizawa Interview #1, June 8, 2000 [PDF]
, 2000 Interview on 'Kabuki censorship during the Occupation of Japan between Stanley Kaizawa and James BrandonJune 8, 2000 ...
Brandon, James R.
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Religions and Psychotherapies—Special Issue
Religions, 2014 The birth of modern psychotherapies—along with the birth of psychology as a science on one side and with psychoanalysis, other depth-psychological treatments and behavioral therapies in addition to medical treatments of psychological disorders on the ...
Klaus Baumann, Frank-Gerald B. Pajonk
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LCM Lattices and Stanley Depth: A First Computational Approach [PDF]
Experimental Mathematics, 2015 To appear in Experimental Math.
Bogdan Ichim +2 more
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Stanley Kaizawa Interview, February 2, 2002 [PDF]
, 2002 Interview on 'Kabuki censorship during the Occupation of Japan between Stanley Kaizawa and James BrandonFeb.
Brandon, James R.
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Stanley Kaizawa Interview #4, June 20, 2000 [PDF]
, 2000 Interview on 'Kabuki censorship during the Occupation of Japan between Stanley Kaizawa and James BrandonJune 20, 2000, transcribed ...
Brandon, James R.
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Stanley Kaizawa Interview, July 5, 2000 [PDF]
, 2000 Interview on 'Kabuki censorship during the Occupation of Japan between Stanley Kaizawa and James BrandonJuly 5, 2000 ...
Brandon, James R.
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L’applicabilità dell’ICF-CY nel nido e nella scuola dell’infanzia: uno studio teorico-esplorativo
Journal of Educational, Cultural and Psychological Studies, 2013 The Applicability of the ICF-CY in Kindergartens and Infant Schools: An Exploratory -Theoretical Study. The study describes an exploratory theory-based research project (Lumbelli, 1980 and 2006) to assess how the International Classification of ...
Lucia Chiappetta Cajola
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Gröbner bases of syzygies and Stanley depth
Journal of Algebra, 2011 Let F. be a any free resolution of a Z^n-graded submodule of a free module over the polynomial ring K[x_1, ..., x_n]. We show that for a suitable term order on F., the initial module of the p'th syzygy module Z_p is generated by terms m_ie_i where the m_i are monomials in K[x_{p+1}, ..., x_n]. Also for a large class of free resolutions F., encompassing
Fløystad, Gunnar, Herzog, Jürgen
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Stanley depth of multigraded modules
Journal of Algebra, 2009 The Stanley's Conjecture on Cohen-Macaulay multigraded modules is studied especially in dimension 2. In codimension 2 similar results were obtained by Herzog, Soleyman-Jahan and Yassemi. As a consequence of our results Stanley's Conjecture holds in 5 variables.
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Stanley depth and size of a monomial ideal [PDF]
Proceedings of the American Mathematical Society, 2011 Lyubeznik introduced the concept of size of a monomial ideal and showed that the size of a monomial ideal increased by 1 1 ...
Herzog, Jürgen +2 more
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