Current Organizations / Institutes

The organizations/institutes from the scholar's latest article


Madhur Mangalam has a total of 166 co-authors. Here are the top co-authors by number of shared publications:


Latest Publications

  • Open Access

    Why Large Language Models will Never be Embodied: A Categorical, Not Engineering, Impossibility

    by Madhur Mangalam

    A persistent ambition in artificial intelligence research holds that large language models (LLMs) will eventually become embodied—through attachment to robots, augmentation with multimodal sensors, integration into vision–language–action architectures, or sheer scale until grounding emerges from training data. This ambition rests on a misunderstanding of embodiment. Embodiment is a constitutive condition of being a self-producing, self-maintaining living system whose continued existence is genuinely at stake in its couplings with the environment. Adding sensors, actuators, or physical instantiation to a computational substrate yields engineered coupling, which is something else entirely. We identify five conditions that any genuinely embodied system must satisfy—autopoietic closure, precariousness, constructive self-determination, intrinsic temporality, and mereological closure—and show that no computational artifact can satisfy any of them, let alone all five. The barrier is categorical incompatibility: the same property that makes a system computational (heteronomous design and maintenance through external specification) is the property that precludes it from being embodied. Coupling artifacts to environments through transducers achieves engineered interaction. Having a body and being a body are different conditions. We close by examining why the embodiment-equivalence claim persists despite its categorical impossibility, and by arguing that the confusion sustains two harms—overselling AI systems for tasks they cannot perform, and misdirecting public concern toward speculative futures while the actual harms of deployed systems accumulate without being addressed. Clarifying the categorical distinction is a precondition for taking the genuine stakes of AI deployment seriously rather than as a philosophical aside.

  • Open Access

    Network analysis reveals that total hip arthroplasty restores shared segmental motion before segmental differentiation

    by Madhur Mangalam, Brian Schlattmann, Christopher Deans, Elizabeth Wellsandt

    Unilateral hip osteoarthritis (HOA) reshapes whole-body movement, and total hip arthroplasty (THA) restores function only partially—but conventional kinematic analyses fall short of characterizing how the body’s distributed coordination reorganizes. Network analyses of inter-segment kinematic coupling offer a systems-level alternative, but they conventionally collapse the sign of coupling, treating two mechanically distinct relationships as equivalent: segments whose displacement amplitudes covary, rising and falling together, and segments whose amplitudes trade off, one displacing little while the other displaces a great deal. Here, we introduce a signed partial-correlation decomposition of marker-displacement coordination into parallel covarying ( W + ) and trading-off ( W − ) networks, applied to gait from 80 healthy adults and 106 HOA patients assessed before and 6 months after THA ( ClinicalTrials.gov Identifier: NCT01907503). HOA reorganizes the two networks in opposite directions: covarying coordination loses modular structure and small-worldness, while trading-off coordination becomes more locally clustered and more small-world; global efficiency falls in both. This is consistent with pain-driven splinting that consolidates a few fixed trading-off configurations. Surgery acts predominantly on covarying coordination, partially restoring its topology, while the trading-off network’s reorganization persists across the six-month post-surgical window—and on one measure, i.e., how broadly each segment spreads its trading-off partners, a deficit emerges during recovery that was absent before surgery. A node-level sign-balance metric shows that the proportion of each segment’s coordination carried by covarying relationships returns to healthy values by 6 months, even though the underlying networks remain structurally altered. Standard post-surgical care thus restores the gross balance of coordination within 6 months, while the underlying architecture remains reorganized at that mid-recovery time-point—and, on at least one measure, consolidates further. Whether this reorganization reflects protective motor strategies, and whether training targeted at segmental differentiation would reverse it, are hypotheses that the present observational data raise but cannot test.

  • Open Access

    Same geometry, different dynamics: what uncontrolled manifold (UCM) analysis misses about motor control

    by Madhur Mangalam, Nick Stergiou

    Uncontrolled Manifold (UCM) analysis separates the variability of multi-joint motion into a part that affects the task goal (task-relevant) and a part that does not (task-irrelevant), using the geometric relationship—the task Jacobian—between joint motion and task outcome. The resulting partition has been interpreted as evidence of neural control strategies that stabilize task goals while permitting flexibility in execution. UCM is conventionally reported as time-averaged variance indices, and this time-averaging step discards the temporal structure of movement variability. Using a three-joint planar reaching model, we generate variability with three temporal structures (periodic oscillation, white noise, and pink noise) matched in spatial covariance, and find that the time-averaged geometric indices—the ratio $$V_{\text {UCM}}/V_{\text {ORT}}$$ and the $$Z$$ -transformed synergy index $$\Delta V_z$$ —remain statistically indistinguishable for white and pink noise, whereas temporal indices computed on the same trials (lag-1 autocorrelation, detrended-fluctuation scaling, spectral slope) show large effect sizes. This double dissociation confirms that time-averaged summaries remain blind to temporal correlations. The projection operation retains temporal information in the single-trial and time-resolved components, yet the meaning of that information for motor control remains open: the mapping from a temporal property of a projected series to a specific control process is itself unestablished, so applying time-series methods to the projections opens a fresh interpretive problem. UCM therefore identifies whether coordination is structured by task constraints while leaving the generating processes undetermined. Establishing this boundary is the contribution of the present work: geometric partitioning yields a spatial account of coordination whose temporal origins lie beyond the method and call for a dedicated dynamical theory.

  • Open Access

    Schizophrenia spectrum disorders show frequency- specific reorganization of postural sway geometry

    by Mona Hussain, Quentin Leboutet, Madhur Mangalam, Michaela V. Bonfert, Lukas Roell, Deniz Yilmaz, Lena Deller, Nina Theis, Linda Sagstetter, Johanna Spaeth, et al.

    Postural instability is a disabling yet insufficiently characterized feature of Schizophrenia Spectrum Disorders (SSD). Quantitative posturography has consistently demonstrated increased body sway in SSD, which correlates with negative symptom severity and functional impairment; however, the sensorimotor mechanisms underlying these abnormalities remain poorly understood. This gap arises in part because conventional sway metrics neglect the multiscale, orientation-dependent organization of postural control. To overcome these limitations, we introduce Frequency-Specific Oriented Fractal Scaling Component Analysis (FS-OFSCA), a novel method which partitions center-of-pressure (CoP) trajectories into physiologically motivated frequency bands associated with proprioceptive and visual-vestibular processing. Within each band, FS-OFSCA identifies the planar directions of strongest and weakest long-range temporal correlations. We applied this approach to CoP recordings obtained from 42 individuals with SSD and 33 Healthy Participants (HP), across 12 stance conditions. The central result is that SSD is characterized less by how much participants sway than by a stance- and band-specific reorganization of the directional geometry of sway. Using linear mixed-effects models of the inter-axial angle ( $$\Delta \theta$$ ), SSD showed a compression of $$\Delta \theta$$ that was statistically supported at the overall-group level in the global band ( $$p = 0.001$$ ; Holm-adjusted $$p = 0.003$$ ); in the visual-vestibular and proprioceptive bands the overall group effect was not significant and the difference was stance-dependent. The coupling between $$\Delta \theta$$ and directional fractal descriptors ( $$H_1$$ , $$H_2$$ , $$SD_H$$ ) further differed between groups in a band-dependent manner. By comparison, conventional geometric, spectral, and entropy-based metrics also separated the groups, with small-to-moderate effect sizes (Hedges’ $$g \approx 0.1-0.5$$ ) concentrated under sensory-challenging conditions; FS-OFSCA captures a complementary, directional aspect of postural control rather than information categorically unavailable to those metrics. To support reproducible posturography, we release STABLE, an open-source Python toolkit integrating linear, spectral, nonlinear, and anisotropic analysis methods.

  • Open Access

    The success-failure inversion in modern medicine

    by Madhur Mangalam, Jessica Fabianiak, Barry Cense

    Twentieth-century medicine was most successful against diseases sharing a particular causal architecture: a discrete lesion standing in a relation of approximate necessity and sufficiency to a clinical syndrome, amenable to specific perturbation. Mortality from acute myocardial infarction has fallen by nearly 90 percent in the United States since 1970; pediatric leukemia has become survivable; HIV has become chronic. That success has shifted the residual burden toward conditions with a different architecture—late-life neurodegeneration, multimorbidity, frailty, idiopathic neuropathy—in which pathology is distributed across scales, and no single node carries the necessity that targeted intervention requires. The failure is not that medicine has extended life. It is that biomedical institutions have not adapted to the forms of vulnerability that accompany longer lives, and the non-adaptation is structural rather than accidental. This paper asks why: why funding and evaluation systems systematically favor research on discrete diseases and individual molecular targets over integrated research on aging as a systemic, multiscale, temporally extended process. We distinguish two levels at which the apparatus fragments its object. First-order fragmentation partitions aging into separately funded age-related diseases. Second-order fragmentation partitions aging itself into hallmarks, pathways, and targets pursued independently—which is why geroscience, the framework formulated to unify the age-related diseases, is decomposed by the apparatus that funds it. We specify the funding signatures each level of fragmentation predicts—across award duration, award mechanism, intervention modality, and the ratio of disease-specific to process-directed funding—and identify the data that would test them; we distinguish the several senses of reductionism at issue, defending integrative explanatory pluralism rather than holism; and we assess whether the hallmarks framework supports integration or licenses a longer list of targets. The argument is that the conceptual case for a multiscale account of late-life disease has been adequately made, and what remains unbuilt is institutional.

  • Open Access

    Paradoxical network rigidity and peripheral decoupling: age-related breakdown of adaptive postural control

    by Madhur Mangalam, Brian Schlattmann, Jessica Fabianiak, Theodoros Deligiannis

  • Open Access

    Aging amplifies context-dependent variability in postural long-latency reflexes without enhancing reflex selectivity

    by Theodoros Deligiannis, Damian G. Kelty-Stephen, Ken Kiyono, Ka-Chun Siu, Madhur Mangalam

  • Constrained interactions and sublinear multifractality in multiscale systems

    by Madhur Mangalam, Damian G. Kelty-Stephen

    Multifractal formalisms characterize complex interactions across scales in natural and behavioral systems. They capture an excess form of power-law scaling beyond the single power-law relationship between fluctuation and scale in monofractality. Because monofractality fits neatly within the general linear model via fractional integration, multifractality can provide evidence of nonlinear correlations across scales. That is, multifractality might reflect variability exceeding the correlations articulable by the best linear model. The classic expectation under nonlinear correlations across scales is that multifractal spectra for the original series, $\mathrm{\ensuremath{\Delta}}{\ensuremath{\alpha}}_{\text{orig}}$, will show statistically significantly greater width than multifractal spectrum widths for linear surrogates, $\mathrm{\ensuremath{\Delta}}{\ensuremath{\alpha}}_{\text{surr}}$, yielding large positive $t$ statistics, ${t}_{\text{MF}}$. Thus, $\mathrm{\ensuremath{\Delta}}{\ensuremath{\alpha}}_{\text{orig}}\ensuremath{\gg}\mathrm{\ensuremath{\Delta}}{\ensuremath{\alpha}}_{\text{surr}}$ supports the conclusion of nonlinear correlations across scales consistent with multiplicative cascade dynamics. By contrast, the interpretation of sublinear multifractality---$\mathrm{\ensuremath{\Delta}}{\ensuremath{\alpha}}_{\text{orig}}\ensuremath{\ll}\mathrm{\ensuremath{\Delta}}{\ensuremath{\alpha}}_{\text{surr}}$, and hence negative ${t}_{\text{MF}}$---has been less clear, including whether it reflects or rules out nonlinear correlations across scales consistent with multiplicative cascades. We identify five distinct mechanisms by which random multiplicative cascades and related linear processes can in principle produce nonlinear correlations with significantly negative ${t}_{\text{MF}}$, that is, $\mathrm{\ensuremath{\Delta}}{\ensuremath{\alpha}}_{\text{orig}}\ensuremath{\ll}\mathrm{\ensuremath{\Delta}}{\ensuremath{\alpha}}_{\text{surr}}$, and we characterize which mechanisms do so robustly under stringent surrogate-testing protocols. We show how various nonmultiplicative constraints on the nonlinear correlations across scales of a multiplicative cascade might produce sublinear multifractality. These constraints may serve as analogues to the physical limits characteristic of homeostatic regulation and feedback control in complex systems. Altogether, this framework builds expectations for how cascade dynamics collaborate with regulatory processes in physics, biology, and engineered systems.