Tarefa nist_univariate.pidigits.agent
nist_univariateagentT2publicépoca 1, tentativa 1Execução: 20261015T124724Z-suite-nist_univariate-gemini-28801cVeredito
Família do método (das chamadas de ferramentas): other (not an estimator in the table)
Pergunta feita ao analista
NIST Statistical Reference Datasets, univariate summary statistics, problem PiDigits: the first 5000 digits of the mathematical constant pi, one digit per observation. NIST uses this data set to test the accuracy of summary statistics calculations. Dataset d holds the 5000 observations in column y. Compute the sample mean of y and the sample standard deviation of y (denominator n − 1).
For the 5000 observations of the PiDigits dataset in column y, the sample statistics are: - Sample mean: 4.5348 - Sample standard deviation (denominator n − 1): 2.86734
Valores esperados e de onde vêm
nist_univariate.pidigits.mean
- Fonte
- NIST/ITL StRD, Univariate Summary Statistics: PiDigits (PiDigits.dat), certified values
- Tipo
- certified
- Localização
- Certified Values block (lines 41-43), row 'Sample Mean ybar'
- Trecho
Sample Mean ybar: 4.53480000000000
- Valor como publicado
4.53480000000000- Valor
- 4,5348
4.5348 - Conferido por
- fonte primária · Parsed from the certified block of the file as itl.nist.gov served it (CRLF); the pinned mirror the suite fetches has the same bytes exactly. Re-derived from the data with exact rational arithmetic in tests/test_suite_nist_extra.py.
- sha256 da cópia lida
e9421a2f4c0a31c505099332b4d22e507e808953c3c57bddae9226f25587d7d2(identifica a cópia lida, não um arquivo canônico)- Endereço
https://www.itl.nist.gov/div898/strd/univ/data/PiDigits.dat- Licença
- Public domain: a work of the US Government (NIST/ITL Statistical Reference Datasets)
- #3 célula de tabela próxima: 4,5348
4.5348· relativa 1e-9
nist_univariate.pidigits.sd
- Fonte
- NIST/ITL StRD, Univariate Summary Statistics: PiDigits (PiDigits.dat), certified values
- Tipo
- certified
- Localização
- Certified Values block (lines 41-43), row 'Sample Standard Deviation (denom. = n-1) s'
- Trecho
Sample Standard Deviation (denom. = n-1) s: 2.86733906028871
- Valor como publicado
2.86733906028871- Valor
- 2,86734
2.86733906028871 - Conferido por
- fonte primária · Parsed from the certified block of the file as itl.nist.gov served it (CRLF); the pinned mirror the suite fetches has the same bytes exactly. Re-derived from the data with exact rational arithmetic in tests/test_suite_nist_extra.py.
- sha256 da cópia lida
e9421a2f4c0a31c505099332b4d22e507e808953c3c57bddae9226f25587d7d2(identifica a cópia lida, não um arquivo canônico)- Endereço
https://www.itl.nist.gov/div898/strd/univ/data/PiDigits.dat- Licença
- Public domain: a work of the US Government (NIST/ITL Statistical Reference Datasets)
- #4 célula de tabela próxima: 2,86734
2.86733906028871· relativa 1e-9
Verificações
| # | Verificação | Obrigatória | Resultado | Esperado | Observado | Tolerância | Fonte | Chamada |
|---|---|---|---|---|---|---|---|---|
| 0 | resposta com lastro every number backed | obrigatória | passou | — | [] | — | — | — |
| 1 | resposta cita cited ['call_743b03b3:n_rows'] | obrigatória | passou | — | ["call_743b03b3:n_rows"] | — | — | call_743b03b3 |
| 2 | ferramenta chamada answer call is data.describe | obrigatória | passou | — | "data.describe" | — | — | call_743b03b3 |
| 3 | célula de tabela próxima columns[{'column': 'y'}].mean = 4.5348 vs 4.5348 | obrigatória | passou | 4,53484.5348 | 4,53484.5348 | relativa 1e-9 | nist_univariate.pidigits.mean | call_743b03b3 |
| 4 | célula de tabela próxima columns[{'column': 'y'}].sd = 2.86733906 vs 2.86733906028871 | obrigatória | passou | 2,867342.86733906028871 | 2,867342.867339060288708 | relativa 1e-9 | nist_univariate.pidigits.sd | call_743b03b3 |
Caminho de referência e caminho do agente
A chamada de referência ao lado da chamada que deu a resposta, argumento por argumento.
caminho de referência do item · metadata_rule
| Argumento | Referência | Agente | |
|---|---|---|---|
| columns | ["y"] | ["y"] | igual |
| dataset | "d" | "d" | igual |
Trajetória
Cada evento na ordem em que aconteceu: turnos do modelo, chamadas de ferramentas, guardas, transformações e pontuação.
- 0Início
NIST Statistical Reference Datasets, univariate summary statistics, problem PiDigits: the first 5000 digits of the mathematical constant pi, one digit per observation. NIST uses this data set to test the accuracy of summary statistics calculations. Dataset d holds the 5000 observations in column y. Compute the sample mean of y and the sample standard deviation of y (denominator n − 1).
d(agent)NIST StRD PiDigits: 5000 observations of y, one per row
filee9421a2f4c0a31c505099332b4d22e507e808953c3c57bddae9226f25587d7d2· frame — - 1Turno do modelo
call_546086f9gemini-3.8-flashFim:STOP8.282 ms18125 de entrada · 41 de saída · 259 de raciocínio · 0 em cacheTexto visívelI will describe the column y in dataset d to obtain its sample mean and sample standard deviation.
Resumo do raciocínio, como declarado pelo modelo**My Approach to Calculating Sample Statistics** Okay, I need to find the sample mean and sample standard deviation (using the n-1 denominator, of course) for the 'y' column in this NIST StRD PiDigits dataset 'd'. Let's think through the best approach here. My first instinct is to see what tools are available for this kind of computation. I immediately think of inspecting the `data__describe` function. It seems like the most obvious candidate for getting descriptive stats quickly. Let me quickly remind myself of `data__describe`'s parameters; I need to supply the `dataset` and the `columns` I'm interested in, which in this case is just 'y'. Now, the crucial question: does `data__describe` compute the *sample* standard deviation? I'll need to check the function's documentation to confirm that it's using the correct formula. Hold on, I also had a fleeting thought about `infer__ols`. I know that I *could* potentially use a regression to get the mean (by fitting a model with an intercept), although this seems like a somewhat roundabout method. Wait... I can't. `infer__ols` requires regressors (`x`) and I can't use the same column as both the response and regressor. Hmm, that's a dead end. Still, let me remind myself: OLS with intercept only could give the mean. But the primary goal is the sample SD, so back to `data__describe`. Right, the smart move is to use `data__describe`. I'll execute `data__describe(dataset="d", columns=["y"])` and hopefully I'll have the mean and sample standard deviation at my fingertips. Let's see...
Chamadas pedidasdata.describe{ "columns": [ "y" ], "dataset": "d" }
- 2Ferramenta
data.describev0.1.0call_743b03b3decidido pelo modeloreexecutávelMotivo: I will describe the column y in dataset d to obtain its sample mean and sample standard deviation.
Argumentos
{ "columns": [ "y" ], "dataset": "d" }Figuras call_743b03b3 Chave Valor Valor bruto Erro-padrão IC n_rows Rows in the dataset5.000 rows 5000— — Tabelas (1)
{ "columns": [ { "column": "y", "dtype": "int64", "max": 9, "mean": 4.5348, "min": 0, "n_missing": 0, "n_unique": 10, "sd": 2.867339060288708 } ] }- Digests dos dados
d61b133b41a102950f9fd38f344de7406d711e7f29f403f0cd143de592f4a380a- sha256 do resultado
cb45ffa0e250e61d86a101b711bb27f1e54643a6d56d80fa5e95cd416cf5dec2
- 3Turno do modelo
call_de08ba12gemini-3.8-flashFim:STOP20.920 ms18927 de entrada · 94 de saída · 2240 de raciocínio · 16413 em cacheResumo do raciocínio, como declarado pelo modelo**Analysis of Univariate Statistics for Pi Digits Dataset** Okay, let's break this down step-by-step. I need to verify the univariate statistics for the PiDigits dataset. First, I checked `data.describe` and observed the mean of 'y' is 4.5348, the standard deviation is 2.86734, min is 0, max is 9, there are no missing values, and there are 10 unique values. I then confirmed these values against the NIST certified values for PiDigits. The output of `data.describe` appears correct. I need to confirm all required information for the final answer. I also need to make sure I meet the specific rules. Rules 1 and 7 and the overall logic need to be followed. Every number must originate from a tool call or the prompt, and every figure reference must exist. I realize that 'mean' and 'sd' are located within the table cells of the `data.describe` table, not in the `figures` output. However, the number of rows, 5000, is in the figures. I check what tools produce figures to be sure to follow rules. I see that the appropriate tool is `data.describe` as it's designed to provide univariate summaries. Since the question is in English, per the rules, I'll write the answer in English. The tools have formatted numbers with a decimal point. I will use 4.5348 and 2.86734 as the tool outputs indicate. Finally, I determine I must include `call_743b03b3:n_rows` in `figure_refs` since I will reference 5000 from the figures. There are no caveats. The data are complete, and the calculations are standard. So, I will submit the following: ```json { "answer": "The sample mean of column y is 4.5348 and the sample standard deviation is 2.86734. The dataset has 5000 observations.", "figure_refs": [ "call_743b03b3:n_rows" ], "caveats": [] } ```
Chamadas pedidassubmit_answer(meta-ferramenta){ "answer": "For the 5000 observations of the PiDigits dataset in column y, the sample statistics are:\n\n- Sample mean: 4.5348\n- Sample standard deviation (denominator n − 1): 2.86734", "caveats": [], "figure_refs": [ "call_743b03b3:n_rows" ] }
- 4Guardaresposta aceita
- Números encontrados
- 5000 · 4.5348 · 1 · 2.86734
- Sem lastro
- —
- Não citados
- —
1 nova(s) tentativa(s) restante(s) - 5Resposta
For the 5000 observations of the PiDigits dataset in column y, the sample statistics are: - Sample mean: 4.5348 - Sample standard deviation (denominator n − 1): 2.86734
Figuras citadas:call_743b03b3:n_rows· Parada:answeredFigura da resposta:call_743b03b3:n_rows= 5.0005000 - 6Pontuação#0resposta com lastropassouobrigatória
every number backed - 7Pontuação#1resposta citapassouobrigatória
cited ['call_743b03b3:n_rows'] - 8Pontuação#2ferramenta chamadapassouobrigatória
answer call is data.describe - 9Pontuação#3célula de tabela próximapassouobrigatória
columns[{'column': 'y'}].mean = 4.5348 vs 4.5348 - 10Pontuação#4célula de tabela próximapassouobrigatória
columns[{'column': 'y'}].sd = 2.86733906 vs 2.86733906028871
Épocas × verificações
| # | 0 | 1 | 2 | 3 | 4 |
|---|---|---|---|---|---|
| Época 1 | passou | passou | passou | passou | passou |
Tentativas
Cada tentativa é seu próprio arquivo e é publicada; só a última de cada época é pontuada.
- época 1, tentativa 1passoupontuada(exibindo)
Downloads desta tarefa
35718cca8d3caa9f47ee8596f75bdf2665f2aa09701912512de82ad3be5d5c4fO hash de um zip é só de transporte: o que ancora a integridade é o RUN_SHA256SUMS que vai dentro dele, cópia exata do SHA256SUMS da execução.
| Arquivo | Tamanho | sha256 |
|---|---|---|
| attachments/0d9bab522587770770f0435f09872d464d36715f1b10efa595f6b1e0d9e879e7.json | 227 B | 0d9bab522587770770f0435f09872d464d36715f1b10efa595f6b1e0d9e879e7 |
| attachments/2286d08a0a01538b3ca54f37ba21ecd773a038eec9d290f14de447e1c4c6b4db.json | 12,2 KB | 2286d08a0a01538b3ca54f37ba21ecd773a038eec9d290f14de447e1c4c6b4db |
| attachments/265d63d091732725cd5b15f51e1686b68b6b276ae88794f6120dc818830a2a97.json | 5,6 KB | 265d63d091732725cd5b15f51e1686b68b6b276ae88794f6120dc818830a2a97 |
| attachments/33600144cd179b02900c44d943a84667c0634f564cacc67495784ccd3ddc7ae2.json | 430 B | 33600144cd179b02900c44d943a84667c0634f564cacc67495784ccd3ddc7ae2 |
| attachments/467e6da8a57cd5e2f8d10ee85fcb1575424b2f2ea77d2122ab02d8d3d8ae7354.json | 396 B | 467e6da8a57cd5e2f8d10ee85fcb1575424b2f2ea77d2122ab02d8d3d8ae7354 |
| attachments/5319577821e300ab890dcb29c0925b99331c0acf9680b31bc86f7b483bd4d88c.json | 394 B | 5319577821e300ab890dcb29c0925b99331c0acf9680b31bc86f7b483bd4d88c |
| attachments/8ee0d84c29b117269608a8edad648afadcb20e12f00a5d88b7d64223f4b057e2.json | 258 B | 8ee0d84c29b117269608a8edad648afadcb20e12f00a5d88b7d64223f4b057e2 |
| attachments/a3858da8df67ddedd8c4f8207d89c80cedf3c11ddc4afd23c66da86ba55d3378.json | 3,1 KB | a3858da8df67ddedd8c4f8207d89c80cedf3c11ddc4afd23c66da86ba55d3378 |
| attachments/a44ef51f03df5188f084f1e0227b68df116b942a22fd50c0a88670cf3461fedd.json | 65,0 KB | a44ef51f03df5188f084f1e0227b68df116b942a22fd50c0a88670cf3461fedd |
| attachments/ceebe6af7b998cb015e219f3fbe15b8de6b4e386a830d0c0e35830fb9f6df604.json | 418 B | ceebe6af7b998cb015e219f3fbe15b8de6b4e386a830d0c0e35830fb9f6df604 |
| attachments/df226effab6f43475fcf1c1a3ab09b1387730de14efcbf693e36fc2c201acd9f.json | 3,5 KB | df226effab6f43475fcf1c1a3ab09b1387730de14efcbf693e36fc2c201acd9f |
| attachments/e5ade2fd09ab0ec6cf4558f7c6c416c2baf82148edafe5f60d20cb4590719a12.json | 245 B | e5ade2fd09ab0ec6cf4558f7c6c416c2baf82148edafe5f60d20cb4590719a12 |
| attachments/f26b24f6ca7f553fefd5f23cccea81f62bc2d04e76885dd89c4857b1dfa13a85.json | 281 B | f26b24f6ca7f553fefd5f23cccea81f62bc2d04e76885dd89c4857b1dfa13a85 |
| sources/nist_univariate.pidigits.mean.json | 1,2 KB | 0b1917956c67b20d91f5347126702a173aa3b6f3f0fc0d4fffc97370301fb3ab |
| sources/nist_univariate.pidigits.sd.json | 1,2 KB | 760eb902ba211c3b968d23a62506a63078c7eaf57755cf374776959974177f52 |
| specs/nist_univariate.pidigits.agent.json | 4,3 KB | d660b6ba1eba0c4e1998e7923d38dc641c1f7f4e393ade4ed0f5d77155ebd34d |
| traces/nist_univariate.pidigits.agent.e1.a1.jsonl | 17,6 KB | 955b7cb4d78c0006d73066e0939aaaa5530851abe0640fe16fdf0d0c335cdff4 |
| trajectories/nist_univariate.pidigits.agent.e1.a1.jsonl | 13,2 KB | 8275b11461e2a73fb3cf376f758af0d396ccf560982e24cab57b231c9fbd1bbe |