نتائج البحث

Taylor and Laurent Series Expansions for α-conformable Fractional Analytic Functions.

• Authors : Alshanti, Waseem Ghazi¹ ; Hammad, Ma'mon Abu¹ ; Khalil, Roshdi²

Subjects: *Taylor's series; *Laurent series; *Mathematical analysis

• Source: Palestine Journal of Mathematics. 2025, Vol. 14 Issue 4, p289-297. 9p.

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The Jacobson radical of the Laurent series ring.

• Authors : Tuganbaev, A.¹

• Source: Journal of Mathematical Sciences. Feb2008, Vol. 149 Issue 2, p1182-1186. 5p.

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AN APPLICATION OF THE CONSTANT TERM METHOD TO RAMANUJAN'S MOCK THETA FUNCTIONS.

• Authors : SRIVASTAVA, BHASKAR¹

• Source: New Zealand Journal of Mathematics. 2012, Vol. 42, p71-82. 13p.

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Existence Conditions for Bounded Solutions of Weakly Perturbed Linear Impulsive Systems.

• Authors : Boichuk, Alexander¹; Langerová, Martina² ; Škoríková, Jaroslava²

• Source: Abstract & Applied Analysis. 2011, Special section p1-13. 13p.

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The filtration of the split-words process.

• Authors : Ceillier, Gaël¹

• Source: Probability Theory & Related Fields. Jun2012, Vol. 153 Issue 1/2, p269-292. 24p.

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Reflexivity on Weighted Hardy Spaces.

• Authors : Yousefi, B.¹ ; Dehghan, Y. N.²

• Source: Southeast Asian Bulletin of Mathematics. 2004, Vol. 28 Issue 3, p587-593. 7p.

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The generalized Euler-Mascheroni constants /

• Authors : Ainsworth, O. R.; Howell, Leonard W.; George C. Marshall Space Flight Center.

Subjects: Laurent series; Mathematical analysis; Functions

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Rayleigh-Schrödinger series and Birkhoff decomposition.

• Authors : Novelli, Jean-Christophe; Paul, Thierry; Sauzin, David

Subjects: PERTURBATION theory; QUANTUM field theory; FIELD theory (Physics)

• Source: Letters in Mathematical Physics; Jul2018, Vol. 108 Issue 7, p1583-1600, 18p

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ONE-DIMENSIONAL ASSOCIATED HOMOGENEOUS DISTRIBUTIONS.

• Authors : FRANSSENS, GHISLAIN

Subjects: HOMOGENEOUS spaces; SET theory; FOURIER analysis

• Source: Bulletin of Mathematical Analysis & Applications; Sep2011, Vol. 3 Issue 2, p1-60, 60p

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Exact solutions of the cubic–quintic Swift–Hohenberg equation and their bifurcations.

• Authors : Kao, Hsien-Ching¹ (AUTHOR) ; Knobloch, Edgar¹ (AUTHOR)

• Source: Dynamical Systems: An International Journal. Jun2013, Vol. 28 Issue 2, p263-286. 24p. 17 Graphs.

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