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Approval-based apportionment.

• Authors : Brill, Markus¹ (AUTHOR) ; Gölz, Paul² (AUTHOR); Peters, Dominik³ (AUTHOR)

• Source: Mathematical Programming. Jan2024, Vol. 203 Issue 1/2, p77-105. 29p.

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Note on axiomatic properties of apportionment methods for proportional representation systems.

• Authors : Palomares, Antonio¹ (AUTHOR); Pukelsheim, Friedrich² (AUTHOR) ; Ramírez, Victoriano¹ (AUTHOR)

• Source: Mathematical Programming. Jan2024, Vol. 203 Issue 1/2, p169-185. 17p.

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Apportionment with parity constraints.

• Authors : Mathieu, Claire¹ (AUTHOR); Verdugo, Victor² (AUTHOR)

• Source: Mathematical Programming. Jan2024, Vol. 203 Issue 1/2, p135-168. 34p.

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A combinatorial algorithm for computing the rank of a generic partitioned matrix with 2×2 submatrices.

• Authors : Hirai, Hiroshi¹ (AUTHOR); Iwamasa, Yuni² (AUTHOR)

• Source: Mathematical Programming. Sep2022, Vol. 195 Issue 1/2, p1-37. 37p.

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The mathematics of eigenvalue optimization.

• Authors : Lewis, A.S.

• Source: Mathematical Programming. Jul2003, Vol. 97 Issue 1/2, p155. 22p.

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Why webster?

• Authors : Balinski, Michel¹ (AUTHOR); Ramírez, Victoriano² (AUTHOR)

• Source: Mathematical Programming. Jan2024, Vol. 203 Issue 1/2, p239-246. 8p.

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Implementable tensor methods in unconstrained convex optimization.

• Authors : Nesterov, Yurii¹ (AUTHOR)

• Source: Mathematical Programming. Mar2021, Vol. 186 Issue 1/2, p157-183. 27p.

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The maximin support method: an extension of the D'Hondt method to approval-based multiwinner elections.

• Authors : Sánchez-Fernández, Luis; Fernández-García, Norberto; Fisteus, Jesús A.

Subjects: PROPORTIONAL representation; ELECTIONS; POLLUTION source apportionment

• Source: Mathematical Programming; Jan2024, Vol. 203 Issue 1/2, p107-134, 28p

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How many matchings cover the nodes of a graph?

• Authors : Ferhat, Dehia Ait; Király, Zoltán; Sebő, András

Subjects: BIPARTITE graphs; INTEGRATED circuits manufacturing; MATROIDS

• Source: Mathematical Programming; Jan2024, Vol. 203 Issue 1/2, p271-284, 14p

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Principled analyses and design of first-order methods with inexact proximal operators.

• Authors : Barré, Mathieu; Taylor, Adrien B.; Bach, Francis

Subjects: SEMIDEFINITE programming; MONOTONE operators; INTERPOLATION

• Source: Mathematical Programming; Sep2023, Vol. 201 Issue 1/2, p185-230, 46p

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