Items where Author is "Weiss, Ittay"

Weiss, Ittay (2016) Metric characterisation of connectedness for all topological spaces. Topology and Its Applications, 204 . pp. 204-216. ISSN 0166-8641

Weiss, Ittay and Bruno, Jorge (2016) Metric axioms: a structural study. Topology Proceedings , 47 . pp. 59-79. ISSN 0146-4124

Weiss, Ittay (2016) Metric constructions of topological invariants. Topology Proceedings , 49 . pp. 85-104. ISSN 0146-4124

Weiss, Ittay (2016) The reals as rational Cauchy filters. New Zealand Journal of Mathematics, 46 . pp. 21-51. ISSN 1171-6096

Weiss, Ittay (2015) A note on the metrizability of spaces. Algebra Universalis, 175 . pp. 1-4. ISSN 0002-5240

Chand, Alveen and Weiss, Ittay (2015) Completion of continuity spaces with uniformly vanishing asymmetry. Topology and Its Applications, 183 . pp. 130-140. ISSN 0166-8641

Weiss, Ittay (2015) Analysis with ultrasmall numbers. [Book Review or Scholarly Comment]

Weiss, Ittay (2015) A course in real analysis. [Book Review or Scholarly Comment]

Weiss, Ittay (2015) The real numbers--A survey of constructions. Rocky Mountain Journal of Mathematics, 45 (3). pp. 737-762. ISSN 0035-7596

Weiss, Ittay (2014) A metric characterization of connectedness for topological spaces. [Professional and Technical Reports]

Alabiso, C. and Weiss, Ittay (2014) A primer on Hilbert space theory. UNITEXT for Physics . Springer, Germany. ISBN 9783319037134

Weiss, Ittay (2014) A folk quillen model structure for operads. [Professional and Technical Reports]

Weiss, Ittay (2014) Higher operads higher categories. [Book Review or Scholarly Comment]

Weiss, Ittay (2014) Categories for the working mathematician. [Book Review or Scholarly Comment]

Weiss, Ittay (2014) Categorical homotopy theory. [Book Review or Scholarly Comment]

Weiss, Ittay (2014) Coming to our senses: Perceiving Complexity to Avoid Catastrophes. [Book Review or Scholarly Comment]

Weiss, Ittay (2014) The QED Manifesto - Version 2.0. [Conference Proceedings]

Weiss, Ittay (2012) Metric 1-spaces. [Professional and Technical Reports]

Weiss, Ittay (2011) From operads to dendroidal sets. In: Mathematical Foundations of Quantum Field Theory and Perturbative String Theory. American Mathematical Society, Providence, Rhode Island, pp. 31-70. ISBN 0821851950