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Finite-Type Invariants of Cubic Complexes
Acta Applicandae Mathematica, 2003zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Matveev, S., Polyak, M.
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Predicative recurrence in finite types
1994We consider the functionals defined using an extension to higher types of predicative recurrence, introduced in [Lei90b, BC92, Lei93b]. Three styles of predicative recurrence over a free algebra A are examined: equational recurrence, applicative programs with recurrence operators, and purely applicative higher-type programs.
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Computational Complexity Via Finite Types
ACM Transactions on Computational Logic, 2015We address computational complexity writing polymorphic functions between finite types (i.e., types with a finite number of canonical elements), expressing costs in terms of the cardinality of these types.
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Quadrics of Coordinate Finite Type
2023 International Conference on Information Technology (ICIT), 2023Mohammad Al-kafaween +2 more
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A note on equality in finite‐type arithmetic
Mathematical Logic Quarterly, 2017AbstractWe present a version of arithmetic in all finite types based on a systematic use of an internally definable notion of observational equivalence for dealing with equalities at higher types. For this system both intensional and extensional models are possible, the deduction theorem holds and the soundness of the Dialectica interpretation is ...
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Fr�chet algebras of finite type
Archiv der Mathematik, 2004A Fréchet algebra is a locally multiplicatively convex, complete, topological algebra the topology of which arises from an increasing countable family \(\{p_j\}\) of submultiplicative seminorms such that the intersection of their kernels is just zero. Let \(\chi\) be an inverse (projective) limit sequence of Banach algebras and let \(\lim_{\leftarrow ...
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1977
In this chapter we treat the theory of functionals of finite type in which, following K Godel [2] pure number theory can be interpreted (§19). The functionals concerned are introduced in §15 and they are shown to be calculable in §16 following W. Howard by transfinite induction up to ee0, in fact, by using the ordinal terms of §14.
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In this chapter we treat the theory of functionals of finite type in which, following K Godel [2] pure number theory can be interpreted (§19). The functionals concerned are introduced in §15 and they are shown to be calculable in §16 following W. Howard by transfinite induction up to ee0, in fact, by using the ordinal terms of §14.
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Optimization of thermal systems based on finite-time thermodynamics and thermoeconomics
Progress in Energy and Combustion Science, 2004Oguz Salim Sogut +2 more
exaly
Finite-time stability analysis and stabilization by bounded linear time-varying feedback
Automatica, 2020Bin Zhou
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