Searching for "About "trivial" software patents The IsNot case." – sorted by Relevance.
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Trivial Reals
- is computable. That is, if in terms of its Kolmogorov complexity, α looks like 1ω , then it must be trivial
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Trivial stable structures with non-trivial reducts
- of trivial, 1-based stable structures (Theorem 1.9). In order to describe a special case (closely related
- Cited by 4 (2 self) – Add To MetaCart
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The Theory of Fexprs is Trivial
- that behavior is! To get non-trivial theories, one needs to find weaker reflection principles. For example
- Cited by 15 (0 self) – Add To MetaCart
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Trivial Reals \Lambda
- Kolmogorov complexity, ff looks like 1!, then it must be trivial computationally. What about the prefix
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On knots with trivial Alexander polynomial
- ON KNOTS WITH TRIVIAL ALEXANDER POLYNOMIAL STAVROS GAROUFALIDIS AND PETER TEICHNER Abstract. We
- Cited by 3 (0 self) – Add To MetaCart
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Strong Cocycle Triviality for ... Subshifts
- Strong cocycle triviality for Z 2 subshifts Oliver Jenkinson UPR 9016 CNRS, Institut de Math
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Trivial
- , and by an erasing step in the latter case. These are the only problems. A term allowing a trivial head-step cannot
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Trivial Jensen measures without regularity
- arXiv:math.FA/9912160 v2 8 Feb 2000 Trivial Jensen measures without regularity J. F. Feinstein
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Monodromies Of Algebraic Connections On The Trivial Bundle
- MONODROMIES OF ALGEBRAIC CONNECTIONS ON THE TRIVIAL BUNDLE BYUNGHEUP JUN Abstract. In this note, we
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Everywhere 1-Trivial Knot Projections
- several partial cases of the conjecture that the knots with everywhere 1-trivial knot diagrams are exactly
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