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Now showing items 40768-40797 of 43371
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What to embed into a Cartesian closed topological category (Preliminary communication)
What we do not teach and we should (and what we teach though maybe we should not)
When a generalized algebraic category is monadic
When a line graph associated to annihilating-ideal graph of a lattice is planar or projective
When categories of presheaves are binding
When does the inverse have the same sign pattern as the transpose?
When $(E,\sigma (E,E'))$ is a $DF$-space?
When every flat ideal is projective
When finely continuous functions are of the first class of Baire
When is $\Bbb R$ the union of an increasing family of null sets?
When is $\bold N$ Lindelöf?
When is every order ideal a ring ideal?
When is it hard to show that a quasigroup is a loop?
When is the order generated by a cubic, quartic or quintic algebraic unit Galois invariant: three conjectures
When ${\rm Min}(G)^{-1}$ has a clopen $\pi $-base
When spectra of lattices of $z$-ideals are Stone-Čech compactifications
When the product-preserving functors preserve limits
Where are typical $C^{1}$ functions one-to-one?
Which carbon derivatives are applicable in practice? A case study of a European steel company
Which countable ordered sets have a dense linear extension?
Which directed graphs have a solution?
Which topological spaces have a weak reflection in compact spaces?
Whitehead property of modules
Whitney blocks in the hyperspace of a finite graph
Why are the meshless methods used?
Why extended numbers in supersymmetry
Why is the class number of $\mathbb Q(\root 3\of {11})$ even?
Why $L_1$ view and what is next?
Why $\lambda $-additive (fuzzy) measures?
Why quintic polynomial equations are not solvable in radicals
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