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Molecular Ferroelectric Altermagnets

Updated 6 July 2026
  • Molecular ferroelectric altermagnets are materials that combine molecular dipole order with momentum-dependent spin splitting, enabling tunable electronic behavior.
  • They use noncollinear molecular polarization to break conventional symmetry relations, facilitating reversible control of spin states without net magnetization.
  • Hybrid systems like organic–inorganic perovskites and MOFs demonstrate significant spin splitting (up to 170 meV) and provide clear design rules for electrical switching.

Searching arXiv for papers on molecular ferroelectric altermagnets and closely related ferroelectric/altermagnetic systems. Searching arXiv for papers on molecular ferroelectric altermagnets and closely related ferroelectric/altermagnetic systems. Molecular ferroelectric altermagnets are materials in which a compensated collinear antiferromagnetic state with momentum-dependent spin splitting coexists with molecularly rooted ferroelectric order, and where the molecular polarization pattern directly controls the existence, sign, or orientation of the altermagnetic spin polarization. In the current literature, this class is defined most explicitly for hybrid organic–inorganic perovskites, metal–organic frameworks, and related molecule-based magnets in which orientable molecular dipoles or framework distortions determine whether opposite-spin sublattices remain translation- or inversion-related, or instead become connected only by rotation-based operations compatible with altermagnetism (Zhu et al., 9 Jul 2025). Closely related work on hybrid improper molecular frameworks further shows that ferroelectric reversal can be coupled to reversal of altermagnetic spin splitting in momentum space, while recent correlated-electron studies extend the field by introducing a switchable “ferro-spinetic” spin polarization and identifying Mn-based metal–organic frameworks as realistic hosts of coexisting orthogonal spin and charge polarizations (Gu et al., 2024, Sato et al., 21 Oct 2025).

1. Definition and scope

Altermagnetism is a spin-symmetry class of collinear compensated magnets in which the total magnetization vanishes but Bloch bands exhibit momentum-dependent spin splitting. In the molecular ferroelectric setting, the relevant novelty is not merely coexistence of antiferromagnetism and polarity, but a direct coupling between molecular polar order and the symmetry relations that decide whether a compensated antiferromagnet is conventional or altermagnetic (Zhu et al., 9 Jul 2025).

This distinction is essential because many polar antiferromagnets remain spin-degenerate if opposite-spin sublattices are connected by translation, inversion, or related degeneracy-enforcing operations. The molecular route exploits the unusual tunability of molecular dipoles, molecular orientations, ligand-field distortions, and framework flexibility to remove those relations while preserving a rotation-based mapping of opposite-spin sublattices. In that sense, molecular ferroelectric altermagnets are best understood as a subclass of multiferroic altermagnets in which the polar degrees of freedom are themselves molecular or framework-derived rather than purely inorganic displacive modes (Zhu et al., 9 Jul 2025).

The present research landscape contains both direct molecular examples and non-molecular analogues. Directly relevant molecular or hybrid platforms include hybrid organic–inorganic perovskites and metal–organic frameworks such as [MA]2MnCl4[\mathrm{MA}]_2\mathrm{MnCl}_4, [EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_4, [PEA]2MnCl4[\mathrm{PEA}]_2\mathrm{MnCl}_4, [PMA]2MnCl4[\mathrm{PMA}]_2\mathrm{MnCl}_4, [GUA]Cu(HCOO)3[\mathrm{GUA}]\mathrm{Cu}(\mathrm{HCOO})_3, [DMA]Cu(HCOO)3[\mathrm{DMA}]\mathrm{Cu}(\mathrm{HCOO})_3, [NH4]Cu(HCOO)3[\mathrm{NH}_4]\mathrm{Cu}(\mathrm{HCOO})_3, and [C(NH2)3]Cr(HCOO)3[\mathrm{C(NH_2)_3}]\mathrm{Cr(HCOO)_3} (Zhu et al., 9 Jul 2025, Gu et al., 2024). By contrast, systems such as pentagonal monolayer FeO2_2, strained monolayer VCl3_3, FeCuP[EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_40S[EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_41, bilayer MnPSe[EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_42, or vanadium oxyhalide monolayers are not molecular in the usual chemical sense, but they provide transferable symmetry and switching principles for the broader ferroelectric-altermagnet field (Guo et al., 23 Jul 2025, Camerano et al., 25 Mar 2025, Zhu et al., 8 Apr 2025).

2. Symmetry principles and microscopic design rules

The clearest molecular design rule currently in the literature is that collinear molecular polarization patterns determine how the magnetic sublattices are related. In the framework introduced for molecular ferroelectric altermagnets, if molecular dipoles are collinear and arranged in parallel (PP) or antiparallel (AP) patterns, then the two magnetic sublattices remain connected by translation [EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_43 or inversion [EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_44, and the system is an ordinary spin-degenerate antiferromagnet with [EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_45. If the molecular dipoles form a noncollinear pattern (NP), both [EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_46 and [EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_47 are broken as sublattice-mapping operations, while a rotation-based relation survives, described generically as [EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_48 and specifically as [EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_49 in [PEA]2MnCl4[\mathrm{PEA}]_2\mathrm{MnCl}_40; this permits altermagnetic spin splitting with zero net magnetization (Zhu et al., 9 Jul 2025).

The same paper identifies the microscopic origin of this transition in longer-range hopping anisotropy. A minimal tight-binding model on a 2D square lattice includes nearest-neighbor, second-nearest-neighbor, and third-nearest-neighbor hoppings plus a staggered exchange field,

[PEA]2MnCl4[\mathrm{PEA}]_2\mathrm{MnCl}_41

with [PEA]2MnCl4[\mathrm{PEA}]_2\mathrm{MnCl}_42. The key result is that nearest- and second-nearest-neighbor hoppings are insufficient; the minimal altermagnetic ingredient is anisotropic third-nearest-neighbor hopping induced by noncollinear molecular polarization. In PP and AP states symmetry enforces [PEA]2MnCl4[\mathrm{PEA}]_2\mathrm{MnCl}_43, whereas in NP states these hoppings become inequivalent between sublattices, enabling momentum-dependent spin splitting. In the NP[PEA]2MnCl4[\mathrm{PEA}]_2\mathrm{MnCl}_44 state, created by reversing one molecular dipole within the noncollinear pattern, the hopping inequalities are interchanged, and the sign of the spin polarization [PEA]2MnCl4[\mathrm{PEA}]_2\mathrm{MnCl}_45 reverses without reversing the magnetic order itself (Zhu et al., 9 Jul 2025).

A complementary symmetry framework based on spin space groups was developed for ferroelectric switchable altermagnets more broadly. It states that ferroelectric altermagnets require collinear antiferromagnets with broken [PEA]2MnCl4[\mathrm{PEA}]_2\mathrm{MnCl}_46 and [PEA]2MnCl4[\mathrm{PEA}]_2\mathrm{MnCl}_47, and the spatial part of the parent space group must be polar. Ferroelectric switchability imposes the stronger condition that there exist symmetry-related ferroelectric states obeying [PEA]2MnCl4[\mathrm{PEA}]_2\mathrm{MnCl}_48 without requiring reversal of the Néel vector (Gu et al., 2024). In the hybrid improper molecular framework [PEA]2MnCl4[\mathrm{PEA}]_2\mathrm{MnCl}_49, the relevant switching operations distinguish the low-barrier path that flips both polarization and altermagnetic spin splitting from an alternative high-barrier path that flips only polarization (Gu et al., 2024).

Related work on correlation-driven “ferro-spinetic” altermagnets adds another layer to the symmetry picture. In an interacting altermagnetic fermion model, many-body chiral symmetry forbids charge polarization while allowing a switchable spin polarization. Breaking that chiral symmetry with a staggered onsite potential releases the charge sector and produces a conventional ferroelectric polarization orthogonal to the spin polarization. The candidate Mn-based MOFs identified in that work therefore realize coexisting altermagnetic order, switchable spin polarization, and conventional ferroelectric polarization within a molecule-based platform (Sato et al., 21 Oct 2025).

3. Molecular and hybrid material platforms

The first explicit molecular ferroelectric altermagnet platform proposed as a broad materials class is the layered hybrid organic–inorganic perovskite family [PMA]2MnCl4[\mathrm{PMA}]_2\mathrm{MnCl}_40 and related metal–organic frameworks, where molecular cations or framework units provide orientable polar degrees of freedom (Zhu et al., 9 Jul 2025). The flagship example is [PMA]2MnCl4[\mathrm{PMA}]_2\mathrm{MnCl}_41, with MA = [PMA]2MnCl4[\mathrm{PMA}]_2\mathrm{MnCl}_42. For this compound the authors assign PP, AP, and NP molecular-polarization patterns to space groups [PMA]2MnCl4[\mathrm{PMA}]_2\mathrm{MnCl}_43, [PMA]2MnCl4[\mathrm{PMA}]_2\mathrm{MnCl}_44, and [PMA]2MnCl4[\mathrm{PMA}]_2\mathrm{MnCl}_45, respectively, with [PMA]2MnCl4[\mathrm{PMA}]_2\mathrm{MnCl}_46 identified as the symmetry connecting magnetic sublattices in the NP configuration that enables altermagnetism (Zhu et al., 9 Jul 2025). The calculated spin splitting is [PMA]2MnCl4[\mathrm{PMA}]_2\mathrm{MnCl}_47 meV, and the Kerr response is negligible in PP and AP but pronounced in NP and NP[PMA]2MnCl4[\mathrm{PMA}]_2\mathrm{MnCl}_48, with the Kerr angle changing sign between the two noncollinear states (Zhu et al., 9 Jul 2025).

The same design extends across chemically substituted HOIPs. Replacing MA with larger or more anisotropic organic cations can favor stronger noncollinear dipolar arrangements and larger framework distortions. The paper specifically notes calculated molecular ferroelectric altermagnet behavior in [PMA]2MnCl4[\mathrm{PMA}]_2\mathrm{MnCl}_49, [GUA]Cu(HCOO)3[\mathrm{GUA}]\mathrm{Cu}(\mathrm{HCOO})_30, and [GUA]Cu(HCOO)3[\mathrm{GUA}]\mathrm{Cu}(\mathrm{HCOO})_31, and reports that replacing MA by PMA enhances the spin splitting from [GUA]Cu(HCOO)3[\mathrm{GUA}]\mathrm{Cu}(\mathrm{HCOO})_32 meV to [GUA]Cu(HCOO)3[\mathrm{GUA}]\mathrm{Cu}(\mathrm{HCOO})_33 meV, attributed to stronger [GUA]Cu(HCOO)3[\mathrm{GUA}]\mathrm{Cu}(\mathrm{HCOO})_34 octahedral distortions produced by the larger molecular unit (Zhu et al., 9 Jul 2025).

Metal–organic frameworks provide a second direct molecular family. The same study identifies [GUA]Cu(HCOO)3[\mathrm{GUA}]\mathrm{Cu}(\mathrm{HCOO})_35, [GUA]Cu(HCOO)3[\mathrm{GUA}]\mathrm{Cu}(\mathrm{HCOO})_36, and [GUA]Cu(HCOO)3[\mathrm{GUA}]\mathrm{Cu}(\mathrm{HCOO})_37 as established framework systems in which larger organic motifs can produce stronger structural distortions and hence stronger altermagnetic splitting. The headline value is [GUA]Cu(HCOO)3[\mathrm{GUA}]\mathrm{Cu}(\mathrm{HCOO})_38 meV spin splitting in [GUA]Cu(HCOO)3[\mathrm{GUA}]\mathrm{Cu}(\mathrm{HCOO})_39, substantially larger than the tens-of-meV scale in the HOIP examples (Zhu et al., 9 Jul 2025).

A second major molecular prototype is the hybrid improper ferroelectric MOF [DMA]Cu(HCOO)3[\mathrm{DMA}]\mathrm{Cu}(\mathrm{HCOO})_30, singled out in a database screening of [DMA]Cu(HCOO)3[\mathrm{DMA}]\mathrm{Cu}(\mathrm{HCOO})_31 experimentally reported magnetic structures. That screening found [DMA]Cu(HCOO)3[\mathrm{DMA}]\mathrm{Cu}(\mathrm{HCOO})_32 ferroelectric altermagnets and only [DMA]Cu(HCOO)3[\mathrm{DMA}]\mathrm{Cu}(\mathrm{HCOO})_33 ferroelectric switchable altermagnets, namely [DMA]Cu(HCOO)3[\mathrm{DMA}]\mathrm{Cu}(\mathrm{HCOO})_34 and [DMA]Cu(HCOO)3[\mathrm{DMA}]\mathrm{Cu}(\mathrm{HCOO})_35 (Gu et al., 2024). In the Cr-MOF, the ferroelectric phase has space group [DMA]Cu(HCOO)3[\mathrm{DMA}]\mathrm{Cu}(\mathrm{HCOO})_36, derived from an [DMA]Cu(HCOO)3[\mathrm{DMA}]\mathrm{Cu}(\mathrm{HCOO})_37 parent through coupled nonpolar modes [DMA]Cu(HCOO)3[\mathrm{DMA}]\mathrm{Cu}(\mathrm{HCOO})_38 and [DMA]Cu(HCOO)3[\mathrm{DMA}]\mathrm{Cu}(\mathrm{HCOO})_39 that induce the polar mode [NH4]Cu(HCOO)3[\mathrm{NH}_4]\mathrm{Cu}(\mathrm{HCOO})_30 via hybrid improper ferroelectricity,

[NH4]Cu(HCOO)3[\mathrm{NH}_4]\mathrm{Cu}(\mathrm{HCOO})_31

The paper emphasizes that the low-barrier switching route corresponds to reversing the [NH4]Cu(HCOO)3[\mathrm{NH}_4]\mathrm{Cu}(\mathrm{HCOO})_32 Jahn–Teller distortion pattern, which changes the sign of [NH4]Cu(HCOO)3[\mathrm{NH}_4]\mathrm{Cu}(\mathrm{HCOO})_33 and yields a practical [NH4]Cu(HCOO)3[\mathrm{NH}_4]\mathrm{Cu}(\mathrm{HCOO})_34 path with a barrier of about [NH4]Cu(HCOO)3[\mathrm{NH}_4]\mathrm{Cu}(\mathrm{HCOO})_35 eV, compared with about [NH4]Cu(HCOO)3[\mathrm{NH}_4]\mathrm{Cu}(\mathrm{HCOO})_36 eV per unit cell for the alternative [NH4]Cu(HCOO)3[\mathrm{NH}_4]\mathrm{Cu}(\mathrm{HCOO})_37-reversal path (Gu et al., 2024).

Finally, correlation-driven work identifies Mn-based MOFs as hosts of coexisting ferro-spinetic and ferroelectric responses, and performs first-principles calculations for [NH4]Cu(HCOO)3[\mathrm{NH}_4]\mathrm{Cu}(\mathrm{HCOO})_38. The calculated spin polarization is

[NH4]Cu(HCOO)3[\mathrm{NH}_4]\mathrm{Cu}(\mathrm{HCOO})_39

while the charge polarization is

[C(NH2)3]Cr(HCOO)3[\mathrm{C(NH_2)_3}]\mathrm{Cr(HCOO)_3}0

with a band gap of [C(NH2)3]Cr(HCOO)3[\mathrm{C(NH_2)_3}]\mathrm{Cr(HCOO)_3}1 eV. The two polarizations are orthogonal and inversion-switchable, making this compound a direct molecular realization of a polar altermagnetic state with both spin and charge dipolar responses (Sato et al., 21 Oct 2025).

4. Switching mechanisms and coupled functionalities

Electrical and structural switchability is the defining functionality of molecular ferroelectric altermagnets. In the symmetry-based molecular framework, two conceptually distinct operations are available. First, on/off switching of altermagnetic spin polarization occurs by moving between collinear PP/AP molecular-polarization patterns and a noncollinear NP pattern: PP or AP gives [C(NH2)3]Cr(HCOO)3[\mathrm{C(NH_2)_3}]\mathrm{Cr(HCOO)_3}2, while NP gives [C(NH2)3]Cr(HCOO)3[\mathrm{C(NH_2)_3}]\mathrm{Cr(HCOO)_3}3. Second, sign reversal of [C(NH2)3]Cr(HCOO)3[\mathrm{C(NH_2)_3}]\mathrm{Cr(HCOO)_3}4 occurs between NP and NP[C(NH2)3]Cr(HCOO)3[\mathrm{C(NH_2)_3}]\mathrm{Cr(HCOO)_3}5, obtained by reversing one molecular dipole within the noncollinear pattern; both remain altermagnetic, but the sign of the spin polarization reverses (Zhu et al., 9 Jul 2025).

In [C(NH2)3]Cr(HCOO)3[\mathrm{C(NH_2)_3}]\mathrm{Cr(HCOO)_3}6, this mechanism is not a formal symmetry exercise alone. The molecular dipoles modify [C(NH2)3]Cr(HCOO)3[\mathrm{C(NH_2)_3}]\mathrm{Cr(HCOO)_3}7 octahedral tilts, which alter the charge distribution and the effective hopping inequivalence between magnetic sublattices. The calculated Kerr response changes sign between NP and NP[C(NH2)3]Cr(HCOO)3[\mathrm{C(NH_2)_3}]\mathrm{Cr(HCOO)_3}8, while PP and AP remain essentially Kerr silent (Zhu et al., 9 Jul 2025). This makes molecular polarization itself the nonmagnetic control knob for a momentum-space spin quantity.

The Cr-formate MOF offers a more explicit ferroelectric-switching pathway. Its hybrid improper ferroelectricity permits two symmetry-distinct polar reversal routes. Reversing the [C(NH2)3]Cr(HCOO)3[\mathrm{C(NH_2)_3}]\mathrm{Cr(HCOO)_3}9 Jahn–Teller mode passes through a 2_20 intermediate and yields the desired 2_21 transition with a barrier of about 2_22 eV per unit cell, whereas reversing the 2_23 mode through 2_24 gives 2_25 and a much higher barrier of about 2_26 eV per unit cell (Gu et al., 2024). This is one of the clearest demonstrations that the mere coexistence of ferroelectricity and altermagnetism is insufficient; the physically accessible switching path and its symmetry character determine whether electric reversal actually flips the altermagnetic spin splitting.

The same paper proposes a detection route through the non-vanishing Berry-curvature dipole and spin linearly polarized photogalvanic effect. In 2_27, the spin LPGE conductivity 2_28 shows a first peak near 2_29 eV of about 3_30, and its sign reverses under the low-barrier 3_31 switching path (Gu et al., 2024).

The ferro-spinetic framework adds a distinct switching channel: inversion reversal changes the sign of the structural asymmetry parameter 3_32, which reverses the edge-localized spin accumulation 3_33; after adding the staggered onsite term 3_34, the same inversion reversal also flips the orthogonal ferroelectric polarization 3_35 (Sato et al., 21 Oct 2025). A plausible implication is that molecular altermagnets may support a hierarchy of coupled switchable observables: momentum-space spin splitting, real-space spin polarization, conventional charge polarization, and associated optical or nonlinear transport responses.

5. Relation to non-molecular prototypes and broader design space

Although the most direct molecular platforms are hybrid perovskites and MOFs, much of the field’s rapid conceptual progress has come from non-molecular prototypes. These systems are not molecular ferroelectric altermagnets in the narrow chemical sense, but they establish symmetry patterns and switching mechanisms that are directly relevant to molecular design.

A representative example is pentagonal monolayer FeO3_36, predicted as an intrinsic triferroic altermagnet where ferroelectric, ferroelastic, and altermagnetic orders coexist, alongside a competing antiferroelectric phase. In the FE phase the polarization is 3_37, the band gap is 3_38 eV, and the Néel temperature is 3_39 K; FE reversal changes [EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_400, while ferroelastic switching rotates polarization by [EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_401 and also reverses the altermagnetic state (Guo et al., 23 Jul 2025). This work is not molecular, but it clarifies how low symmetry and broken [EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_402 can lock structural and altermagnetic order parameters in a single layer (Guo et al., 23 Jul 2025).

Strained monolayer VCl[EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_403 provides a different prototype in which antiferro-orbital order drives both ferroelectric polarization and nematic [EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_404-wave altermagnetic spin splitting. The electronic polarization is reported as

[EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_405

the maximum nonrelativistic spin splitting reaches about [EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_406 eV along [EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_407, and switching between the [EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_408 and [EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_409 orbital-order domains reverses both polarization and the sign texture of the altermagnetic splitting (Camerano et al., 25 Mar 2025). This suggests that electronically driven inversion breaking, not only molecular dipole order, may be a viable route in chemically discrete or coordination-based molecular systems.

A broader symmetry program for polar altermagnets was developed in the context of inorganic ferroelectrics such as BaCuF[EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_410, Ca[EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_411Mn[EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_412O[EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_413, and collinear BiFeO[EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_414. That work classifies [EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_415 polar altermagnetic spin point groups out of [EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_416 total altermagnetic spin point groups and proposes an altermagnetoelectric effect in which the same polyhedral rotations responsible for ferroelectricity also generate altermagnetic exchange anisotropy (Šmejkal, 2024). While the paper does not address molecular materials directly, it strongly suggests that molecular ferroelectrics with switchable rotations, tilts, ligand cages, or hydrogen-bond distortions may furnish analogous couplings (Šmejkal, 2024).

Layered 2D FEAM design has also been formalized in model and material terms. A universal rule converts a ferroelectric antiferromagnet with spin group [EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_417 into a ferroelectric altermagnet with [EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_418 by introducing a translation-breaking distortion while retaining a mirror relation between opposite-spin sublattices. In the discussed vanadium oxyhalide and sulfide-halide family, pseudo Jahn–Teller distortion supplies ferroelectricity and Peierls-like dimerization breaks translation symmetry to enable altermagnetism (Zhu et al., 8 Apr 2025). This is not molecular, but it is particularly relevant to molecular crystals and frameworks because both pseudo Jahn–Teller activity and dimerization are common in soft low-dimensional coordination solids.

6. Experimental status, observables, and open problems

The field remains largely predictive. The strongest evidence currently comes from symmetry analysis, tight-binding models, first-principles calculations, and auxiliary-field quantum Monte Carlo in model systems. No integrated experimental demonstration of a molecular ferroelectric altermagnet with reversible electrical control of altermagnetic spin splitting has yet been reported in the cited literature. This is an important point because the conceptual foundations are now substantially clearer than the experimental status (Zhu et al., 9 Jul 2025).

Several observables recur across the literature. Spin-resolved band structures are the primary evidence for altermagnetism in PP/AP/NP comparisons, FE/PE/AFE comparisons, or switched structural domains (Zhu et al., 9 Jul 2025, Gu et al., 2024). The magneto-optical Kerr effect is proposed as a practical optical readout in [EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_419 and in 2D FEAMs more broadly, with negligible Kerr response in spin-degenerate configurations and sign-reversing Kerr signals between opposite noncollinear or ferroelectric states (Zhu et al., 9 Jul 2025, Wang et al., 28 Apr 2025). In the Cr-MOF, the non-vanishing Berry-curvature dipole yields a sign-reversing spin LPGE current under ferroelectric switching (Gu et al., 2024). In Mn-based MOFs, the predicted ferro-spinetic polarization should manifest as edge-localized, reversible spin accumulations with zero total magnetization, while the coexisting charge polarization can be probed by standard ferroelectric techniques (Sato et al., 21 Oct 2025).

Several misconceptions are clarified by the present literature. Molecular ferroelectric altermagnets are not simply polar antiferromagnets; the defining ingredient is a symmetry setting in which opposite-spin sublattices are not related by translation or inversion in a way that enforces spin degeneracy (Zhu et al., 9 Jul 2025). Nor does electric switching generally require reversal of the Néel vector; indeed, the central attraction of these systems is that molecular dipoles or coupled polar distortions can reverse the sign of the altermagnetic spin splitting without magnetic-field reversal of the antiferromagnetic order (Gu et al., 2024). A further misconception is to conflate all ferroelectric altermagnet proposals with molecular materials. Some of the most instructive systems in the literature are 2D inorganic monolayers or layered inorganic multiferroics, and they should be treated as mechanistic analogues rather than direct molecular realizations (Guo et al., 23 Jul 2025, Camerano et al., 25 Mar 2025).

Open problems are correspondingly clear. The molecular literature still lacks robust quantitative data on coercive fields, ferroelectric switching kinetics, finite-temperature stability of the active noncollinear or switchable polar states, domain structures, and disorder tolerance in real devices (Zhu et al., 9 Jul 2025). For the Cr-MOF and related switchable candidates, direct experimental verification of the predicted [EA]2MnCl4[\mathrm{EA}]_2\mathrm{MnCl}_420 path and its nonlinear optical signature remains outstanding (Gu et al., 2024). For the ferro-spinetic MOF proposal, the practical control and imaging of edge spin accumulation, the role of spin–orbit coupling, and the formulation of a bulk interacting polarization theory remain open (Sato et al., 21 Oct 2025).

Taken together, the current literature defines molecular ferroelectric altermagnets as a chemically rich but still emerging class in which molecular polarization, ligand-field anisotropy, framework flexibility, and compensated antiferromagnetism cooperate to produce electrically switchable momentum-space or real-space spin polarizations. The decisive advance is that molecular and hybrid platforms are now no longer peripheral to altermagnetism: they have become one of the principal routes by which nonvolatile electric control of compensated spin-split states is being formulated and, potentially, realized (Zhu et al., 9 Jul 2025).

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