CSES - Datatähti 2024 alku - Results
Submission details
Task:Säähavainnot
Sender:EmuBird
Submission time:2023-11-10 19:20:49 +0200
Language:Java
Status:READY
Result:4
Feedback
groupverdictscore
#1ACCEPTED4.25
Test results
testverdicttimescore
#1ACCEPTED0.55 s0.63details
#2ACCEPTED0.54 s0.5details
#3ACCEPTED0.56 s0.63details
#4ACCEPTED0.54 s0.88details
#5ACCEPTED0.55 s1.38details
#6ACCEPTED0.54 s0.25details
#7ACCEPTED0.54 s0details
#8ACCEPTED0.54 s0details

Code

import java.io.*;
import java.nio.ByteBuffer;
import java.nio.charset.StandardCharsets;
import java.util.*;
import java.util.function.BiFunction;
import java.util.stream.Collectors;
import java.util.zip.GZIPInputStream;

public class WeatherBundled {
    public static void main(String[] args) {
        WeatherRecord[] sampleRecords = readSampleData();

        Scanner input = new Scanner(System.in);
        int n = Integer.parseInt(input.nextLine());

        for (; n > 0; n--) {
            float[] measurements = WeatherRecord.readMeasurementsFromString(input.nextLine());
            if (measurements == null) {
                // I don't even want to guess if it's outside the training data.
                System.out.println(" ?".repeat(12).substring(1));
            } else {
                WeatherRecord record = new WeatherRecord(measurements);

                Float[] forecast = generateForecast(sampleRecords, record);

                System.out.println(Arrays.stream(forecast).map((value) -> value == null ? "?" : String.valueOf(value.floatValue())).collect(Collectors.joining(" ")));
            }
        }
    }

    private static WeatherRecord[] readSampleData() {
        // This data originates from the sample data but has been preprocessed, filtered and compressed already to fit in this code file.
        String in = new StringBuilder()
                .append("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")
                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")
                .toString();

        List<WeatherRecord> weatherRecords = new ArrayList<>();

        // Read and decompress data
        ByteBuffer byteBuffer;
        try {
            GZIPInputStream gzipInput = new GZIPInputStream(new ByteArrayInputStream(Base64.getDecoder().decode(in.getBytes(StandardCharsets.UTF_8))));
            byteBuffer = ByteBuffer.wrap(gzipInput.readAllBytes());
        } catch (IOException e) {
            throw new RuntimeException(e);
        }

        // Read data
        while (byteBuffer.hasRemaining()) {
            float temperatureHash = (float) ((int) byteBuffer.getShort() | (int) byteBuffer.get() << 15) / 10F;

            float[] measurements = new float[36];
            measurements[23] = (float) byteBuffer.getShort() / 10F;
            float lastTemperature = measurements[23];

            for (int i = 24; i < measurements.length; i++) {
                float temperatureDelta = (float) byteBuffer.get() / 10F;
                measurements[i] = (lastTemperature += temperatureDelta);
            }

            weatherRecords.add(new WeatherRecord(measurements, new WeatherStatistics(measurements[23], temperatureHash)));
        }

        return weatherRecords.toArray(new WeatherRecord[0]);
    }

    private static Float[] generateForecast(WeatherRecord[] sampleRecords, WeatherRecord record) {
        Map<Float, WeatherRecord> weightedRecords = weighRecords(sampleRecords, record.statistics);

        BiFunction<Integer, Float, Float> predict = (hour, offset) -> {
            float temperature = offset;
            boolean uncertain = false;

            // Weighted average of suitable records
            for (Map.Entry<Float, WeatherRecord> entry : weightedRecords.entrySet()) {
                temperature += entry.getValue().measurements[hour] * entry.getKey();
            }

            // Estimate reliability by calculating (standard-ish) deviation.
            double deviationSquaredAbsolute = 0F;
            for (Map.Entry<Float, WeatherRecord> entry : weightedRecords.entrySet()) {
                deviationSquaredAbsolute += (double)entry.getKey() * Math.pow(entry.getValue().measurements[hour] - temperature, 2);
            }
            double deviation = Math.sqrt(deviationSquaredAbsolute / (double) weightedRecords.size());

            if (deviation > 0.3F) {
                uncertain = true;
            }

            return uncertain ? null : temperature;
        };

        Float[] forecast = new Float[12];

        Float initialPrediction = predict.apply(23, 0F);
        if (initialPrediction != null) {
            float offset = record.measurements[23] - initialPrediction;

            for (int hour = 24; hour < 36; hour++) {
                forecast[hour - 24] = predict.apply(hour, offset);
            }
        }

        return forecast;
    }

    /**
     * Weighs the given sample records in accordance with their suitability to forecast for a given target.
     * @return A sorted map with weight percentage as key and record as value. Pairs with suitability below a threshold will not appear.
     */
    private static Map<Float, WeatherRecord> weighRecords(WeatherRecord[] sampleRecords, WeatherStatistics target) {
        SortedMap<Float, WeatherRecord> suitabilityMap = new TreeMap<>(Comparator.reverseOrder());
        float totalSuitability = 0F;
        float totalWeight = 0F;
        double totalSuitabilitiesSquared = 0F;
        for (WeatherRecord sampleRecord : sampleRecords) {
            float unsuitability = sampleRecord.statistics.calculateUnsuitability(target);

            if (unsuitability == 0F) {
                Map<Float, WeatherRecord> weightMap = new LinkedHashMap<>();
                weightMap.put(1F, sampleRecord);
                return weightMap;
            } else if (unsuitability < 1000F) {
                float suitability = 10000F / unsuitability;
                totalSuitability += suitability;
                totalSuitabilitiesSquared += Math.pow(suitability, 2);
            }
        }

        Map<Float, WeatherRecord> weightMap = new LinkedHashMap<>();
        double multiplier = Math.abs(totalSuitability) / Math.sqrt(totalSuitabilitiesSquared);
        for (Map.Entry<Float, WeatherRecord> entry : suitabilityMap.entrySet()) {
            double linearWeight = (double)entry.getKey() / (double)totalSuitability;
            if (Double.isNaN(linearWeight)) continue;

            float scaledWeight = (float)Math.pow(linearWeight * multiplier, 2);
            totalWeight += scaledWeight;
            weightMap.put(scaledWeight, entry.getValue());
        }

        assert totalWeight >= 0.99F && totalWeight <= 0.99F;

        return weightMap;
    }

    public static class WeatherRecord {
        public float[] measurements;
        public WeatherStatistics statistics;

        public WeatherRecord(float[] measurements, WeatherStatistics statistics) {
            this.measurements = measurements;
            this.statistics = statistics;
        }

        public WeatherRecord(float[] measurements) {
            this.measurements = measurements;
            this.statistics = new WeatherStatistics(measurements);
        }

        /**
         * @return An array of floats (objects, may be null). Returns null if an element exceeds the bounds of normal temperatures.
         */
        public static float[] readMeasurementsFromString(String inputString) {
            String[] input = inputString.trim().split(" ");
            float[] parsed = new float[input.length];
            for (int i = 0; i < input.length; i++) {
                float value = Float.parseFloat(input[i]);
                if (value < -38F || value > 34F) {
                    return null;
                }
                parsed[i] = value;
            }
            return parsed;
        }
    }

    public static class WeatherStatistics {
        public float lastTemperature;
        public float temperatureHash;

        public WeatherStatistics(float lastTemperature, float temperatureHash) {
            this.lastTemperature = lastTemperature;
            this.temperatureHash = temperatureHash;
        }

        /***
         * Generates the stats for the first 24 measurements of the given array.
         */
        public WeatherStatistics(float[] measurements) {
            assert measurements.length >= 24;

            // Stats are calculated for the first 24 measurement values
            float[] beginning = Arrays.copyOf(measurements, 24);

            this.lastTemperature = beginning[23];
            this.temperatureHash = calculateTemperatureHash(beginning);
        }

        public float calculateUnsuitability(WeatherStatistics target) {
            return Math.abs(this.temperatureHash - target.temperatureHash) + Math.abs(this.lastTemperature - target.lastTemperature) * 600F;
        }

        private static float calculateTemperatureHash(float[] measurements) {
            float hash = 0F;
            for (int i = 0; i < measurements.length; i++) {
                hash += (float) (measurements[i] * Math.pow(i + 1, 2));
            }
            return hash;
        }
    }
}

Test details

Test 1

Verdict: ACCEPTED

input
1000
-0.4 -0.1 -0.2 -0.3 -0.4 -0.5 ...

correct output
0.4 0.4 0.5 0.8 0.9 1.1 1.3 1....

user output
0.2 0.2 0.2 0.2 0.2 0.2 0.2 0....
Truncated

Test 2

Verdict: ACCEPTED

input
1000
2.9 2.9 2.9 2.1 2.6 2 2 2.2 2....

correct output
2.3 1.6 1.5 1.1 1 0.7 0.6 0.8 ...

user output
2.6 2.6 2.6 2.6 2.6 2.6 2.6 2....
Truncated

Test 3

Verdict: ACCEPTED

input
1000
6.6 6 6.4 6 4.6 4.6 4.2 4.3 4....

correct output
10 10.9 10.3 10.1 9.1 7.3 5.7 ...

user output
10.1 10.1 10.1 10.1 10.1 10.1 ...
Truncated

Test 4

Verdict: ACCEPTED

input
1000
19.4 20.2 19.1 18.9 18.3 17.3 ...

correct output
18 18.2 17 17.5 17.2 16.2 12 8...

user output
17.2 17.2 17.2 17.2 17.2 17.2 ...
Truncated

Test 5

Verdict: ACCEPTED

input
1000
-5.7 -5.8 -5.8 -5.9 -7.1 -6.9 ...

correct output
-4.2 -4.1 -4 -3.8 -3.5 -3.2 -3...

user output
-4.5 -4.5 -4.5 -4.5 -4.5 -4.5 ...
Truncated

Test 6

Verdict: ACCEPTED

input
1000
14.8 14.8 15.4 12.9 11.8 9.7 9...

correct output
11.8 11 11.6 10.8 10.4 10.4 10...

user output
12.6 12.6 12.6 12.6 12.6 12.6 ...
Truncated

Test 7

Verdict: ACCEPTED

input
1000
0.7 1 2 1.4 0.6 -0.4 -0.9 -0.7...

correct output
-1.3 -0.5 -0.6 -1 -3.2 -7.2 -6...

user output
-1.8 -1.8 -1.8 -1.8 -1.8 -1.8 ...
Truncated

Test 8

Verdict: ACCEPTED

input
1000
15.1 15.3 14.9 14.4 14.4 13.7 ...

correct output
15.6 15.9 16 15.2 14.6 14.4 13...

user output
15.0 15.0 15.0 15.0 15.0 15.0 ...
Truncated