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EXISTENCE OF POSITIVE SOLUTIONS FOR A NONLINEAR FRACTIONAL DIFFERENTIAL EQUATION.

• Authors : MAAGLI, HABIB¹

Subjects: *NUMERICAL solutions to differential equations; *BOREL sets; *FIXED point theory

• Source: Electronic Journal of Differential Equations. 2013, Vol. 2013, p1-5. 5p.

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Renormalons in a general Quantum Field Theory.

• Authors : Maiezza, Alessio¹ ; Vasquez, Juan Carlos²

Subjects: *QUANTUM field theory; *BOREL sets; *SCALAR field theory

• Source: Annals of Physics. Jul2018, Vol. 394, p84-97. 14p.

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Horizontal Dehn surgery and genericity in the curve complex.

• Authors : Lustig, Martin¹ ; Moriah, Yoav²

Subjects: *BOREL sets; *CURVES; *MEASURE theory

• Source: Journal of Topology. Jul2010, Vol. 3 Issue 3, p691-712. 22p. 4 Graphs.

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On the characterization of the compact embedding of Sobolev spaces.

• Authors : Bucur, Dorin; Buttazzo, Giuseppe

Subjects: EMBEDDINGS (Mathematics); SOBOLEV spaces; BOREL sets

• Source: Calculus of Variations & Partial Differential Equations; Jul2012, Vol. 44 Issue 3/4, p455-475, 21p

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The measure of a measurement.

• Authors : Jorgensen, Palle E. T.

Subjects: PROBABILITY measures; DISTRIBUTION (Probability theory); WAVELETS (Mathematics)

• Source: Journal of Mathematical Physics; Oct2007, Vol. 48 Issue 10, p103506, 15p, 2 Diagrams, 1 Graph

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AN ANALYSIS OF TRANSIENT MARKOV DECISION PROCESSES.

• Authors : James, Huw W.; Collins, E. J.

Subjects: MARKOV processes; NUMERICAL analysis; BOREL sets

• Source: Journal of Applied Probability; Sep2006, Vol. 43 Issue 3, p603-621, 19p

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A geometrical characterization of commutative positive operator valued measures.

• Authors : Beneduci, Roberto

Subjects: COMMUTATIVE algebra; OPERATOR theory; POSITIVE operators

• Source: Journal of Mathematical Physics; Jun2006, Vol. 47 Issue 6, p062104, 12p

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Weight Function for the Quantum Affine Algebra U q( $$\widehat{\mathfrak{s}\mathfrak{l}}_3$$ ).

• Authors : Pakuliak, S.; Khoroshkin, S.

Subjects: QUANTUM theory; AFFINE algebraic groups; BOREL subgroupsBOREL & Associates LLC

• Source: Theoretical & Mathematical Physics; Oct2005, Vol. 145 Issue 1, p1373-1399, 27p

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A Note on Sobolev Spaces.

• Authors : Zhikov, V. V.

Subjects: SOBOLEV spaces; FUNCTION spaces; FUNCTIONAL analysis

• Source: Journal of Mathematical Sciences; Aug2005, Vol. 129 Issue 1, p3593-3595, 3p

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Baxter's Q-operator for the W-algebra WN.

Subjects: REPRESENTATIONS of algebras; MATHEMATICAL physics; BOREL sets

• Source: Journal of Physics A: Mathematical & Theoretical; Sep2008, Vol. 41 Issue 35, p355206-355206, 1p

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