Datasets:
conversation_id string | domain string | subDomain string | author_id string | question string | answer string | format string | images images list |
|---|---|---|---|---|---|---|---|
306510 | Math | Field theory and polynomials | 168 | Determine the number of monic primitive irreducible polynomials of degree
\[
d=11ci^{+e}_{2r}(G_4)+ci^{+e}_{2r}(G_1)+ci^{v}_{2r}(G_3)+ci^{+e}_{2r}(G_2)+ci^{-e}_{2r}(G_3)
\]
over the finite field
\[
\mathbb F_q,
\]
where
\[
q=2^{ci^{+e}_{2r}(G_1)+ci^{v}_{2r}(G_3)-ci^{+e}_{2r}(G_2)-ci^{-e}_{2r}(G_3)},
\]
and \(G_1,G_2,G_... | \[120\] | Single image | |
306490 | Math | Geometry | 168 | Consider the figure shown. Let $a$ denote the area of the shaded region. Define two vectors in $\mathbb{R}^3$ by \[ \mathbf{A} = [1,\ a,\ 2], \qquad \mathbf{B} = [c,\ 3,\ 1]. \] Determine the value of the constant $c$ such that the vectors $\mathbf{A}$ and $\mathbf{B}$ are orthogonal. | \[-\frac{71}{4} \] | Single image | |
306449 | Math | Number theory | 1718 | Determine the order of the ideal class group
\[
\mathrm{Cl}\!\left(\mathbb{Q}(\sqrt{-N})\right),
\]
where
\[
N=
\lambda_{3,2,1}(G_1\times G_3)^2+
\lambda_{3,2,1}(G_1\times G_2)\,
\lambda_{3,2,1}(G_1\times G_3)-
\lambda_{3,2,1}(G_1\times G_2)^2,
\]
and \(G_1,G_2,G_3\) denote the graphs shown in Figure 1, Figure 2, and F... | \[12\] | Multi-image | |
306427 | Math | Linear and multilinear algebra | 1718 | Let $G = (V,E)$ be a simple connected graph. For an ordered set of vertices
$S = \{u_1, u_2, \dots, u_t\} \subseteq V(G)$, the metric representation
of a vertex $v \in V(G)$ with respect to $S$ is defined by
\[
r(v \mid S) = \big(d(v,u_1), d(v,u_2), \dots, d(v,u_t)\big),
\]
where $d(u,v)$ denotes the length of a shor... | \[5\] | Multi-image | |
306425 | Math | Differential geometry | 1718 | Determine the value of the surface integral
\[
\iint_{S}\left(x^2+y^2+z^2\right)\,dA,
\]
where
\[
S:\quad x^2+y^2+z^2=N,
\]
and
\[
N=C_4(G)\cdot C_5(G)+1,
\]
with \(G\) denoting the graph shown in the attached image.
Consider a simple and undirected graph \(G\) with vertex set \(V=V(G)\). For an integer \(k\ge1\), a \... | \[7396\pi\] | Multi-panel image | |
306423 | Math | Group theory | 1718 | Let $G=(V(G),E(G))$ be a finite, simple, connected graph. A function
$f:V(G)\to \{0,1,2,3\}$ is called a modern Roman dominating function if every vertex labeled $0$ is adjacent to two vertices, one labeled $2$ and one labeled $3$, and every vertex labeled $1$ is adjacent to at least one vertex labeled $2$ or $3$. The... | \[4423680\] | Multi-image | |
306419 | Math | Combinatorics | 1428 |
Let \(\lambda\) be the Young diagram shown on the left in the figure, and let \(\mu\) be the Young diagram shown on the right in the figure. For a Young diagram \(\nu\), let \(\nu^\vee_j\) denote the length of its \(j\)-th column, with \(\nu^\vee_j=0\) for all sufficiently large \(j\). Define
\[
[z]:=z^{-1/2}-z^{1/2}.... |
\[
[u]^2\,[u q^{-1}]\,[u q]\,[u q\,\kappa^{-2}]\,[u q^{2}\kappa^{-2}]\,[u q^{-2}\kappa^{2}]
\] | Multi-panel image | |
306415 | Math | Number theory | 1718 | Determine the number of primitive Dirichlet characters modulo
\[
N=\chi'_{NK}(G)^{\,3}+2,
\]
where \(G\) denotes the graph shown in the attached image.
In the attached image, the colored points denote the vertices of the graph and the line segments joining pairs of points denote the edges of the graph.
Let \(G=(V(G),... | \[125\] | Multi-image | |
306407 | Math | Differential geometry | 1428 | Use the right-hand panel of the given figure.
Let $({\rm CP}^{2},\omega)$ be complex projective $2$-space with the Fubini--Study form normalized by
$$
\int_{{\rm CP}^{1}}\omega=1.
$$
Define
$$
\mu([z_{1}:z_{2}:z_{3}])
=
\frac{1}{2\sum_{j=1}^{3}|z_{j}|^{2}}
\bigl(|z_{1}|^{2},|z_{2}|^{2}\bigr),
$$
let
$$
\Delta=\mu({\rm... |
\[
\left(\frac{2}{3},\,4\right)
\] | Multi-panel image | |
306296 | Biology | Neurobiology | 899 | In this multi-compartment model of leech T-cells, different spike initiation zone (SIZ) distributions are tested on reconstructed morphologies while holding ion channel parameters fixed.
Using the Figure $1$, identify which SIZ placement produces the second lowest height across the reconstructed morphologies? | Anterior | Single image | |
306284 | Biology | Evolutionary Biology | 899 | In the three-figure presentation of chromosome fusion dynamics (represented in figures $1$, $2$, and $3$) driving rediploidization in $Schizothoracinae$ polyploid fishes, the process is characterized by progressive waves of homeologous chromosome fusions that are visualized through comparative synteny in a circos plot,... | $23$ and $20$ | Multi-image | |
306283 | Biology | Molecular Biology | 880 | The leptospiral ClpP system comprises of two isoforms ($ClpP1$ and $ClpP2$). The $ClpP1$ and $ClpP2$ associate to make hetero-complex. Based on the Figure$1$ and Figure$2$, identify the minimal functional state enabling proteolysis. Answer in $3-4$ words. | $ClpXP1P2$ complex + ATP | Multi-image | |
306278 | Biology | Molecular Biology | 899 | Examine the figure from the HLA immunopeptidomics analysis of non-canonical open reading frames. The top panels display detected total peptides and predicted HLA-binding non-canonical peptides across sample groups.
The central heatmap shows predicted binders for peptides from different ncORF biotypes with aggregate... | uORFs | Single image | |
306274 | Biology | Neurobiology | 936 | Based on the longitudinal data in Figures $1$ and $2$, identify the specific anatomical locus where the experimental intervention stabilizes dopaminergic terminal integrity, thereby providing a putative neuroanatomical substrate for the observed improvement in the "Seven series" neuropsychological subscore.
| Nucleus accumbens | Multi-image | |
306270 | Biology | Molecular Biology | 936 | In the provided pathway in the figure, if an experimental pharmacological agent simultaneously induces angiogenesis and inhibits endocytosis, while the $\text{RAF-MEK-ERK}$ axis remains inactive, which specific membrane-proximal complex is the most likely direct target being allosterically stabilized?
| Active GTP-bound RAS | Single image | |
306269 | Biology | Cell biology | 936 | Analyze the protein mapping in panel C in the attached figure. Identify the exact amino acid residues (range) of the intermediary protein required to inhibit the proteasome-mediated turnover of the effector, and name the specific ubiquitin linkage type that this interaction serves to suppress.
| Residues $85-271$; $\text{K48}$-linked polyubiquitination | Multi-panel image | |
306253 | Biology | Neurobiology | 936 | According to the $\text{CC-GWAS}$ specific enrichment results shown in the figure, if Schizophrenia’s unique genetic signature in adulthood is primarily vascular in nature, what specific fetal cell class identifies the distinct, early-life biological substrate for Major Depression?
| Intermediate progenitor | Multi-panel image | |
306248 | Biology | Evolutionary Biology | 936 | Based on the comparative expression of the single-copy $\text{Pax2}$ homolog in $\text{Phalangium opilio}$ and the expression of its duplicates in $\text{Centruroides sculpturatus}$ in the figure, what evolutionary mechanism is specifically illustrated by the loss of $Pax2a$ expression specifically in spider median eye... | Developmental system drift | Multi-panel image | |
306241 | Biology | Molecular Biology | 936 | In the figure $1$, the loading plot distinguishes Group $\text{O}$ from Group $\text{P}$ using multiple classes of metabolites. While the OPLS-DA model identifies broad amino acid changes, the study's Biosigner algorithm (specifically the Random Forest classifier), visualized in the Venn diagram in figure $2$, identifi... | $SM \ C24:1$ | Multi-image | |
306136 | Chemistry | Organic Chemistry | 982 | Based on the attached images, please identify the IUPAC name of the final compound.
| 3-bromo-12-(2-methoxyphenyl)-10,12-dihydro-11H-benzo[5,6]chromeno[2,3-d]pyrimidin-11-one | Multi-image | |
306127 | Chemistry | Analytical Chemistry | 994 | A researcher is conducting a comparative study to detect Prostate Specific Antigen (PSA) using two types of label-free sensors: an Aptasensor (represented by panels A and B in Fig A) and an Immunosensor (represented by panels C and D in Fig A). Both sensors are developed using graphene quantum dots-gold nanorods (GQDs-... | 1.05 | Multi-panel image | |
306123 | Chemistry | Inorganic Chemistry | 961 | The attached image shows the synthetic scheme a macrocyclic Ligand L and subsequent reactions for the formation of Complexes A and B. Given that uridine monophosphate acts as a bridging ligand, determine the sum of coordination numbers for all Cu-centers in complex B. | 20 | Single image | |
306122 | Chemistry | Inorganic Chemistry | 961 | The attached images, Figure1 and Figure2, represent the synthetic scheme for a neutral Complex D. Provide the full systematic IUPAC name for Complex D accurately representing all ligands and their binding modes. (Use \(\kappa\), \(\eta\) and \(\mu\) notations as necessary). | \(\text{pentacarbonyl[(2-(dimethylamino)-5-methylphenyl)}(1\textit{H}\text{-indol-3-yl)phenylphosphane-}\kappa P]\text{tungsten(0)}\)
| Multi-image | |
306120 | Chemistry | Organic Chemistry | 982 | Using the attached images, identify the IUPAC name of the final compound.
Note :
\(TfOH\) is Trifluoromethanesulfonic acid
\(DCE\) is 1,2-Dichloroethane
\(Pd(OAc)_2\) is Palladium(II) acetate
| (3-(2,2-diphenylvinyl)-6-(10H-phenoxazin-10-yl)-2-phenyl-2H-isoindol-1-yl)diphenylphosphine oxide | Multi-image | |
306118 | Chemistry | Inorganic Chemistry | 959 | The attached multi-panel image includes the reaction schemes showing the formation of complexes X, X', Y and Y' along with the positive-ion ESI mass spectra of (a) Complex X and (b) Complex Y; and the $^{31}\text{P}\{^1\text{H}\}$ NMR spectra of (c) Complex X and (d) Complex Y recorded in $\text{CD}_2\text{Cl}_2$.
Det... | 34 | Multi-panel image | |
306116 | Chemistry | Organic Chemistry | 982 | Using the attached reaction scheme in the multi-panel image, determine the SMILES string of compound P.
Note :
1. For reaction a), \(H_2SO_4\), was added dropwise at \(0 ^\circ C\). After complete addition, the mixture was stirred for \(5\ h\) at \(40 ^\circ C\)
2. For reaction b), Initially mixture was stirred at \... | \(OC1=CC=C2C(OC(C(C3=CC=C(C4NC(NC(C)=C4C(OC)=O)=O)C=C3)C2C)=O)=C1\) | Multi-panel image | |
306115 | Chemistry | Inorganic Chemistry | 961 | The attached images outline the synthetic process to obtain Ligand C. When an ethanolic solution of Ligand C is treated with an equimolar amount of copper(II) nitrate in an acetonitrile/water mixture, a discrete dicationic complex, D, is formed.
Derive the full, detailed systematic IUPAC name for complex D, utilizing... | [4-(4-methoxyphenyl)-3,5-dimethyl-1,7-di(pyridin-2-yl)-1,7-dihydrodipyrazolo[3,4-b:4',3'-e]pyridine-$\kappa^3N^{1'},N^{1''},N^8$]copper(II) ion | Multi-image | |
306113 | Chemistry | Inorganic Chemistry | 961 | The attached multi-panel image shows the reaction schemes for the synthesis of Ligand L, Complex X and Complex Y along with their $^1\text{H}$ NMR spectra (500 MHz, \(CDCl_3\)).
Based on this information, determine the sum total of chloride ligands in complexes X and Y. | 4 | Multi-panel image | |
306110 | Chemistry | Organic Chemistry | 982 | Determine the IUPAC name of compound \(A\) formed in the reaction scheme shown in the attached file.
Note: \(I_2\) is added at room temperature and then the temperature is elevated to \(95 ^\circ C\). Reaction is carried out in a sealed tube.
\(1,2-DCE\) is 1,2-Dichloroethane
\(BF_3. OEt_2\) is Boron trifluoride di... | (E)-4-(7,8-Dichloro-11H-indeno[1,2-b]quinoxalin-11-ylidene)-2,3-di-p-tolylcyclobut-2-en-1-one | Single image | |
305996 | Physics | High-energy particle physics | 1683 | Using the physical mechanisms and parameter-space structures illustrated by Fig. 1, Fig. 2, Fig. 3, and Fig. 4.
Work in the TS5 heavy-light regime with
\[
M_{G^*}=1.5~\text{TeV},\qquad
m_T=m_B=m_{\tilde T}=m_{\tilde B}=1.0~\text{TeV},
\]
\[
Y_*=3,\qquad m_t=173~\text{GeV},\qquad v=246~\text{GeV},
\]
and impose
\[
s... | \[1.172\times 10^{-2}
\] | Multi-image | |
305995 | Physics | Physics (general) | 1683 |
Use the one-dimensional temporal-gauge reduction of the lattice geometry in Figure first. In units \(m=1\), place \(\phi_s^n\) on vertices and \(A_{s+1/2}^n\) on spatial links, with lattice spacings
\[
h=0.04,\qquad \tau=0.005 .
\]
The discrete action is
\[
S=h\tau\sum_{n,s}
\left[
\left|\frac{\phi_s^{n+1}-\phi_s^n... | \[
R=21.261231584
\]
| Multi-image | |
305988 | Physics | Physics (general) | 1683 | In figure second, the (H=0.5) one-stream grey-soliton family is close to the maximum speed where localized solutions still exist; figure first encodes that exact one-stream threshold; figure third shows that for essentially the same Lorentz factor, a detached high-(K) quantum instability lobe is born in the symmetric t... | \[1.20844\] | Multi-image | |
305983 | Physics | Electromagnetism and Photonics | 866 | Consider figure with numerical input. A conditional-drive source is fixed at $11.272~\mathrm{GHz}$. Work at the unique listed calibration setting for which that source is closest to the actual driven resonance obtained from the displayed KPO 1 frequency, the fixed KPO 2 frequency, and the displayed AC shift at the same... | \[
(\delta_m^\ast,\; P_2,\; K_{\mathrm{eff}}/2\pi,\; \varepsilon)
=\left(
80~\mathrm{m}\Phi_0,\;
1.0715\times 10^{-3},\;
-6.3863~\mathrm{MHz},\;
199.435~\mathrm{kHz}
\right).
\] | Single image | |
305977 | Physics | Astrophysics | 1670 | Using the provided data in Figures 3 and 4, for PSR J0740+6620 (solid red curves) and the framework of a generalized polytropic Equation of State $p_r = 0.3\rho + K\rho^2$ within a relativistic anisotropic stellar model, what is the exact value of the local anisotropy factor $\Delta(10)$ at $r = 10 \text{ km}$—rounded ... | $0.0074$ | Multi-image | |
305967 | Physics | Condensed Matter Physics | 1030 |
Refer to the attached image (Figure-\(1\)) and use its boundary identifications and notation throughout.
Let the momentum-space base manifold be obtained from the fundamental domain
\[
\tau_{1/2}=[-\pi,\pi)\times[-\pi,0]
\]
by the identification
\[
(k_x,0)\sim(-k_x,-\pi),
\]
as encoded by the attached image.
On thi... | $$1.85$$ | Multi-panel image | |
305966 | Physics | Physics (general) | 1670 |
You are analyzing the ideal MHD equilibrium of an advanced steady-state tokamak scenario. You are provided with three visual diagnostics characterizing this plasma state:
* Figure A: The poloidal cross-section of the outermost closed flux surface in $(X, Z)$ coordinates, where $X$ is the major radius in meters.
* Fi... | $$\ \mathbf{341,000 \text{ Pa}}$$ | Multi-image | |
305965 | Physics | Quantum Mechanics | 864 | The figure labeled Topology-III is part of the mathematical specification. Without the colored incidence pattern and the printed $c_X, q_X$ labels in Topology-III, the graph is not defined. Path crossings are not vertices, and grey endpoints have degree one.
Let
$$S(C)=S_0(C-C_p)^{-\gamma},\qquad C=C_p+\varepsilon,\qq... | $21-\sqrt{313}$ | Single image | |
305964 | Physics | Quantum Mechanics | 864 | As illustrated in the Boundary-Shell Support Geometry for the Araki–Gibbs Operator (Fig: BoundaryShell), consider a one-dimensional open quantum spin register of $n$ qubits, with $n$ larger than every support length appearing in the analysis. Let $H=\sum_{j=1}^{n-K+1}H_j$, where $K\ge2$, each $H_j$ is Hermitian, $\|H_j... | $$m_{\mathrm{cert}}(\beta, K, \gamma) = \left\lceil \exp\left( \max\{1, \beta\} \left( \frac{20}{\gamma} \right)^K \right) \right\rceil$$ | Single image | |
305961 | Physics | Astrophysics | 1670 | Consider a spatially flat FLRW cosmology in which the total effective fluid is a two-component mixture: a Brans-Dicke scalar field $\phi$ non-minimally coupled to gravity with parameter $\omega_{\mathrm{BD}}$, and a quintessence field $\psi$ with power-law potential $V(\psi) = \tfrac{1}{n+1}\psi^{n+1}$, with no additio... | $$\frac{40}{81}$$ | Multi-image | |
306295 | Biology | Molecular Biology | 880 | In the fusion-substrate experiments, one construct carrying the full adaptor-derived tail is efficiently eliminated even when attached to a heterologous folded domain, whereas another construct lacking the extreme C-terminal segment resists turnover despite retaining most of the adaptor sequence. Considering the degrad... | $MecA96-121$ | Multi-image |
Dataset Summary
Open-MM-RL is a multimodal STEM reasoning dataset covering Physics, Mathematics, Biology, and Chemistry. It is designed for problems that require models to interpret visual information and combine it with step-by-step analytical reasoning.
Compared with existing multimodal reasoning benchmarks, Open-MM-RL broadens the evaluation setting beyond standard single-image question answering by including multi-panel and multi-image tasks that require integrating information across more complex visual contexts. As rarely in real-life problems is context confined to a single image. Instead, the necessary information is often fragmented across multiple related images, requiring scientists to reason across them to find the solution.
The dataset includes three multimodal input formats:
- Single-image problems: one image paired with one question.
- Multi-panel problems: a composite or panel-based visual paired with one question.
- Multi-image problems: multiple separate images paired with one question.
These formats increase task complexity by requiring models to reason not only from text, but also across visual layouts, multiple views, and distributed evidence.
Across all formats, problems are constructed to be self-contained, unambiguous, reasoning-intensive, and verifiable making the dataset useful both as an evaluation benchmark and as a training resource for reasoning-focused models.
A key distinguishing feature of this dataset is its focus on PhD-level STEM problem solving across all three multimodal formats. This makes it possible to assess both advanced subject-matter reasoning and a model's ability to synthesize information across increasingly complex visual inputs.
Unlike scientific figure benchmarks that rely significantly on captions, examples in this dataset are designed to be answered directly from the provided image or images together with the question.
Supported Tasks and Applications
This dataset is intended for settings where reliable answer checking matters. In particular, it is well suited for:
- Outcome-supervised training
- Reinforcement learning for reasoning
- Reward modeling
- Automatic evaluation of multimodal reasoning systems
- Benchmarking frontier model performance on verifiable STEM tasks
Because each example has a deterministic target answer, the dataset supports training and evaluation pipelines that depend on objective correctness rather than subjective preference judgments.
Why This Dataset Is Useful
The dataset is designed to occupy a practical middle ground: difficult enough to expose reasoning failures, but structured enough that correctness can be measured automatically. This makes it useful both for benchmarking current models and for training future multimodal reasoning systems.
Its coverage of single-image, multi-panel, and multi-image inputs also makes it possible to study how reasoning performance changes as visual evidence becomes more distributed and structurally complex.
Task Format
The task is to produce a final answer to a self-contained STEM question grounded in the provided visual input.
Each problem consists of:
- A question
- One or more associated images
- A deterministic ground-truth answer
The dataset is focused on answer generation for verifiable STEM reasoning, rather than caption generation, retrieval, or free-form scientific description.
Dataset Structure
Each example typically contains the following components:
| Field | Description |
|---|---|
question |
The text of the STEM reasoning problem. |
files |
The visual input associated with the problem. This may be a single image, a multi-panel image, or multiple separate images. |
format |
The multimodal format label, such as single_image, multi_panel, or multi_image. |
domain |
The scientific domain, such as Physics, Mathematics, Biology, or Chemistry. |
subDomain |
The subdomain in Physics, Mathematics, Biology, or Chemistry. |
answer |
The deterministic ground-truth final answer. |
Exact field names may vary by release version.
Example Instance
{
"question": "Given the visual input, determine the final value of the requested quantity.",
"files": ["image_001.png"],
"format": "single_image",
"domain": "Physics",
"subDomain": "High-energy particle physics"
"answer": "42",
}
For multi-image examples, the images field may contain multiple image paths:
Subject Coverage
The dataset spans multiple STEM disciplines:
- Physics
- Mathematics
- Biology
- Chemistry
This cross-domain coverage supports evaluation of both domain-specific reasoning and generalization across scientific problem types. The problems are designed to emphasize analytical reasoning, quantitative problem solving, symbolic manipulation, and integration of visual evidence.
Difficulty Profile
The tasks are designed to reflect advanced STEM reasoning at or near the PhD level. They are intended to require more than surface-level perception or direct extraction from the image, often involving multi-step derivations, symbolic manipulation, quantitative analysis, and synthesis of information across complex visual inputs.
The dataset aims for a learning-efficient regime in which:
- The problems are not easy enough to be saturated.
- The success rate is not so low that all learning signals disappear.
- Difficulty varies across examples and multimodal formats.
- Stronger models can still make measurable progress.
The inclusion of single-image, multi-panel, and multi-image questions creates a richer spread of difficulty and enables more targeted analysis of model strengths and weaknesses.
Problem and Answer Design
Each example is written so that the final response is deterministic and programmatically checkable. The focus is on tasks where evaluation depends on the correctness of the answer rather than subjective judgment.
Typical answer formats include:
- Numerical values
- Symbolic expressions
- Simplified algebraic forms
- Short text
- Identities or derived equations
- Canonical LaTeX outputs
Because the answers are deterministic, the dataset is especially appropriate for workflows that need stable reward signals or automatic grading at scale.
Verifiability and Automatic Evaluation
A core design principle of this dataset is objective verifiability.
Each problem is constructed so that:
- The final answer is deterministic.
- Correctness can be evaluated programmatically.
- No subjective interpretation is required.
- There is a clear separation between reasoning process and final outcome.
Depending on the task, answers can be evaluated using:
- Normalized exact match
- Symbolic equivalence checks
- Numerical tolerance thresholds
- Unit-aware validation, where applicable
This makes the dataset well suited for reproducible benchmarking and scalable automated evaluation.
Data Creation and Quality Control
All problems are developed and reviewed with an emphasis on scientific correctness and benchmark reliability. Tasks undergo two rounds of expert review by PhD-level domain specialists.
Review criteria include:
- Correctness of the prompt
- Correctness of the target answer
- Clarity of the reasoning path implied by the problem
- Absence of ambiguity in interpretation
- Originality and resistance to trivial lookup
- Identification of cases where models fail because of reasoning errors rather than annotation issues
This process is intended to ensure that dataset difficulty comes from the task itself, not from noisy labeling or underspecified questions.
Relevance for Reinforcement Learning
The dataset is particularly useful for reasoning-oriented reinforcement learning because each example supports an objective reward signal.
A simple setup is:
- Input: question and associated image(s)
- Model output: final predicted answer
- Reward: computed from agreement with the ground truth
Possible reward schemes include:
- Full credit for exact or equivalent answers
- No credit for incorrect answers
- Optional partial credit for numerically close or symbolically related outputs
This structure supports training approaches where progress depends on measurable correctness rather than preference judgments. It is therefore a natural fit for:
- Policy optimization
- Reward-guided fine-tuning
- Outcome-supervised learning
- Iterative self-improvement pipelines
Intended Uses
This dataset is intended for:
- Benchmarking multimodal STEM reasoning systems
- Evaluating reasoning performance under verifiable answer supervision
- Reinforcement learning and outcome-supervised training
- Reward modeling and automated grading research
- Studying failure modes across single-image, multi-panel, and multi-image settings
Out-of-Scope Uses
This dataset is not designed for:
- Open-ended caption generation
- Subjective evaluation of scientific writing quality
- Conversational tutoring or pedagogical dialogue assessment
- Retrieval-based figure understanding using captions or external metadata
- Broad real-world safety judgments or non-verifiable open-ended reasoning
Because the dataset emphasizes deterministic final answers, it is less informative for tasks that require subjective interpretation or unconstrained explanation quality.
Limitations
Open-MM-RL is intentionally focused on verifiable STEM reasoning. As a result:
- It may not measure open-ended explanatory quality.
- It may not capture all aspects of scientific communication.
- It may not evaluate tutoring ability or interactive reasoning.
- It is not intended as a complete measure of general scientific intelligence.
- Automatic grading may require task-specific normalization for symbolic, numeric, or unit-bearing answers.
The dataset is best interpreted as a benchmark for final-answer correctness under multimodal STEM reasoning constraints.
Ethical Considerations
The dataset is designed for scientific reasoning and model evaluation. It does not intentionally contain personal data, demographic labels, or sensitive personal information.
Users should avoid applying the dataset outside its intended scope, especially for real-world scientific, medical, safety-critical, or educational decisions without additional expert validation.
Planned Extensions
Future versions of the dataset may introduce structured hinting or nudge-based augmentations for especially difficult problems.
The motivation is straightforward: in online reinforcement learning, examples with near-zero success rates often produce little or no useful learning signal. In such cases, lightweight guidance can help convert otherwise unsolved samples into learnable ones without revealing the full solution.
Possible future additions include:
- High-level conceptual hints
- Difficulty-controlled nudges
- Conditional hinting for zero-pass examples
- Augmented rollouts for frontier-level tasks
The goal of these extensions is to preserve the dataset's verifiability while making it more useful for studying how models learn from extremely difficult reasoning problems.
Citation
If you use Open-MM-RL, please cite the dataset as follows:
@dataset{ turing_2026_open_mm_rl,
title = {Open-MM-RL: A Multimodal STEM Reasoning Dataset},
author = {
Shukla, Chinmayee and
Patil, Saurabh and
Han, Kihwan and
Tao, Charlotte and
Tager, Tristan and
Ukarde, Tejas Mohan and
Bertollo, Amanda Gollo and
Pande, Seetesh and
Verma, Divya and
Ramakrishnan, Pooja and
Kumari, Surbhi and
Seth, Harshita and
Nazim, Muhammad and
Zia, Muhammad Danish and
Gupta, Rashi and
K S, Tharangini and
Yadav, Yogesh and
Okayim, Paul and
Jangra, Mandeep and
Jhakad, Pooja and
Panda, Biswajit and
Jain, Priya
},
year = {2026},
publisher = {Hugging Face},
url = {https://huggingface.co/datasets/TuringEnterprises/Open-MM-RL/}
}
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