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... has one answer Tower Rock The ultimate collection Pretzel Logic Jazz Dee Dee Bridgewater Crucial Cuts Mozart: Piano ...
1997 - Gale Group | Sunday Times HA GDA
... and a climb in Rumney, New Hampshire, called Pretzel Logic, this article argues that the climb and climber ...
Tópico(s): Sports, Gender, and Society
2014 - SAGE Publishing | Space and Culture
... have gone forever over a long time ago' (Pretzel Logic [Steely Dan, ]). 12. Jazz and beat lifestyles have ...
Tópico(s): Musicology and Musical Analysis
2009 - Routledge | Leisure Studies
Tópico(s): Education Methods and Practices
1989 - Society for Science and the Public | Science News
... for Its Own Sake AdError Ten: Huh? Using Pretzel Logic, Being Too Subtle or Obtuse AdError Eleven: Forgetting ...
Tópico(s): Digital Games and Media
2012 - Association of College and Research Libraries | Choice Reviews Online
... best of our time (Bangs, 1978). This absurd pretzel logic sounds uncannily like Jacques Derrida’s definition of ...
Tópico(s): Musicology and Musical Analysis
2013 - Queensland University of Technology | M/C Journal
Journal of the London Mathematical SocietyVolume s1-42, Issue 1 p. 507-508 Notes and papers A Representation Theorem for Partial Orders Oliver Pretzel, Oliver Pretzel Mathematisches Institut der Freien Universität BerlinSearch for more papers by this author Oliver Pretzel, Oliver Pretzel Mathematisches Institut der Freien Universität BerlinSearch for more papers by this author First published: 1967 https://doi.org/10.1112/jlms/s1-42.1.507Citations: 6AboutPDF ToolsRequest permissionExport citationAdd ...
Tópico(s): Advanced Topics in Algebra
1967 - Wiley | Journal of the London Mathematical Society
Kazuaki Nakamura, Yasutaka Nakanishi, Yoshiaki Uchida,
The Δ-unknotting number for a knot is defined to be the minimum number of Δ-unknotting operations which deform the knot into the trivial knot. We determine the Δ-unknotting numbers for torus knots, positive pretzel knots, and positive closed 3-braids.
Tópico(s):
1998 - World Scientific | Journal of Knot Theory and Its Ramifications
... called “alt-right”—from a pair of mangled, pretzel-shaped swastikas graffiti-ed in a children’s ... opens by interrogating the “hate-attribution” genre’s logic and querying its efficacy. Having done so, it ... of hate in which the emotion operates through logics of projection perhaps best outlined by Freud. In ...
Tópico(s): Populism, Right-Wing Movements
2017 - Queensland University of Technology | M/C Journal
... the torus knots and the (−2,3,n) pretzel knots.
Tópico(s): semigroups and automata theory
2011 - | Quantum Topology
A generalization of the concept of dimension of a poset, the stable dimension, is introduced, and it is shown that there is a simple procedure for determining its value. No such procedure is known for the dimension itself. The main theorem shows that the stable dimension is equal to the maximum number of elements in a pair of antichains of the set, one lying above the other. The stable dimension can be used to find bounds for the dimension, including one which is an improvement on a bound given ...
Tópico(s): Advanced Topology and Set Theory
1977 - Elsevier BV | Journal of Combinatorial Theory Series A
John A. Baldwin, Steven Sivek,
We give new proofs that Khovanov homology detects the figure eight knot and the cinquefoils, and that HOMFLY homology detects 5 2 5_2 and each of the P ( − 3 , 3 , 2 n + 1 ) P(-3,3,2n+1) pretzel knots. For all but the figure eight these mostly follow the same lines as in previous work. The key difference is that in honor of Tom Mrowka’s 60th birthday, the arguments here use instanton Floer homology rather than knot Floer homology.
Tópico(s):
2024 - American Mathematical Society | Proceedings of symposia in pure mathematics
... size, but rather a 40 × 30 µm inhomogeneous pretzel, with lots of discontinuities and branches.4,10 Since adductor pollicis pretzel geometry is not known with certainty, simulations with ...
Tópico(s): Epilepsy research and treatment
2013 - Lippincott Williams & Wilkins | Anesthesia & Analgesia
A construction I(S) is defined which corresponds to the intuitive notion of the set of places in which new elements can be inserted into a given poset S. It is given the minimal possible ordering. It turns out that if the base sets are chains the construction produces the corresponding interval orders. for whose dimensions there exist good estimates. In this paper we make the dual restriction that the height of the underlying set is ⩽1. Under this assumption we find a bound for the dimension of I( ...
Tópico(s): Advanced Topology and Set Theory
1980 - Elsevier BV | Discrete Mathematics