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historical-cost-analyzer

Analyze historical construction costs for benchmarking, trend analysis, and estimating calibration. Compare projects, track escalation, identify patterns.

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Atualizado há 8 meses

Ver no GitHub ↗ Licença: MIT

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Historical Cost Analyzer for Construction

Overview

Analyze historical construction cost data for benchmarking, escalation tracking, and estimating calibration. Compare similar projects, identify cost drivers, and improve future estimates.

Business Case

Historical cost analysis enables:

  • Benchmarking: Compare current estimates to past projects
  • Calibration: Improve estimating accuracy using actual data
  • Trends: Track cost escalation and market changes
  • Risk Assessment: Identify cost drivers and overrun patterns

Technical Implementation

from dataclasses import dataclass, field
from typing import List, Dict, Any, Optional, Tuple
import pandas as pd
import numpy as np
from datetime import datetime
from scipy import stats

@dataclass
class CostBenchmark:
    metric_name: str
    value: float
    unit: str
    percentile_25: float
    percentile_50: float
    percentile_75: float
    sample_size: int
    project_types: List[str]

@dataclass
class EscalationAnalysis:
    from_year: int
    to_year: int
    annual_rate: float
    total_change: float
    category: str
    confidence: float

@dataclass
class CostDriver:
    factor: str
    impact_percentage: float
    correlation: float
    description: str

class HistoricalCostAnalyzer:
    """Analyze historical construction costs."""

    # RSMeans City Cost Indexes (sample - would be loaded from database)
    LOCATION_FACTORS = {
        'New York': 1.32, 'San Francisco': 1.28, 'Los Angeles': 1.15,
        'Chicago': 1.12, 'Houston': 0.92, 'Dallas': 0.89,
        'Phoenix': 0.93, 'Atlanta': 0.91, 'Denver': 1.02,
        'Seattle': 1.08, 'National Average': 1.00
    }

    # Historical cost indices by year
    COST_INDICES = {
        2015: 100.0, 2016: 102.1, 2017: 105.3, 2018: 109.2,
        2019: 112.5, 2020: 114.8, 2021: 121.4, 2022: 135.6,
        2023: 142.3, 2024: 148.7, 2025: 154.2, 2026: 160.0
    }

    def __init__(self, historical_data: pd.DataFrame = None):
        self.data = historical_data
        self.benchmarks: Dict[str, CostBenchmark] = {}

    def load_data(self, data: pd.DataFrame):
        """Load historical project data."""
        self.data = data.copy()

        # Normalize data
        if 'completion_year' not in self.data.columns and 'completion_date' in self.data.columns:
            self.data['completion_year'] = pd.to_datetime(self.data['completion_date']).dt.year

        # Calculate key metrics
        if 'gross_area' in self.data.columns and 'final_cost' in self.data.columns:
            self.data['cost_per_sf'] = self.data['final_cost'] / self.data['gross_area']

        if 'original_estimate' in self.data.columns and 'final_cost' in self.data.columns:
            self.data['overrun_pct'] = ((self.data['final_cost'] - self.data['original_estimate'])
                                         / self.data['original_estimate'] * 100)

    def normalize_to_year(self, costs: pd.Series, from_years: pd.Series,
                          to_year: int = 2026) -> pd.Series:
        """Normalize costs to a common year using cost indices."""
        normalized = costs.copy()

        for i, (cost, year) in enumerate(zip(costs, from_years)):
            if pd.notna(cost) and pd.notna(year):
                year = int(year)
                if year in self.COST_INDICES and to_year in self.COST_INDICES:
                    factor = self.COST_INDICES[to_year] / self.COST_INDICES[year]
                    normalized.iloc[i] = cost * factor

        return normalized

    def normalize_to_location(self, costs: pd.Series, locations: pd.Series,
                               to_location: str = 'National Average') -> pd.Series:
        """Normalize costs to a common location."""
        normalized = costs.copy()
        to_factor = self.LOCATION_FACTORS.get(to_location, 1.0)

        for i, (cost, loc) in enumerate(zip(costs, locations)):
            if pd.notna(cost) and loc in self.LOCATION_FACTORS:
                from_factor = self.LOCATION_FACTORS[loc]
                normalized.iloc[i] = cost * (to_factor / from_factor)

        return normalized

    def calculate_benchmarks(self, project_type: str = None,
                              year_range: Tuple[int, int] = None) -> Dict[str, CostBenchmark]:
        """Calculate cost benchmarks from historical data."""
        df = self.data.copy()

        # Filter by project type
        if project_type and 'project_type' in df.columns:
            df = df[df['project_type'] == project_type]

        # Filter by year range
        if year_range and 'completion_year' in df.columns:
            df = df[(df['completion_year'] >= year_range[0]) &
                    (df['completion_year'] <= year_range[1])]

        benchmarks = {}

        # Cost per SF
        if 'cost_per_sf' in df.columns:
            values = df['cost_per_sf'].dropna()
            if len(values) > 0:
                benchmarks['cost_per_sf'] = CostBenchmark(
                    metric_name='Cost per SF',
                    value=values.median(),
                    unit='$/SF',
                    percentile_25=values.quantile(0.25),
                    percentile_50=values.quantile(0.50),
                    percentile_75=values.quantile(0.75),
                    sample_size=len(values),
                    project_types=[project_type] if project_type else df['project_type'].unique().tolist()
                )

        # Overrun percentage
        if 'overrun_pct' in df.columns:
            values = df['overrun_pct'].dropna()
            if len(values) > 0:
                benchmarks['overrun_pct'] = CostBenchmark(
                    metric_name='Cost Overrun',
                    value=values.median(),
                    unit='%',
                    percentile_25=values.quantile(0.25),
                    percentile_50=values.quantile(0.50),
                    percentile_75=values.quantile(0.75),
                    sample_size=len(values),
                    project_types=[project_type] if project_type else df['project_type'].unique().tolist()
                )

        self.benchmarks.update(benchmarks)
        return benchmarks

    def calculate_escalation(self, category: str = 'overall',
                              from_year: int = 2020,
                              to_year: int = 2026) -> EscalationAnalysis:
        """Calculate cost escalation between years."""
        if from_year in self.COST_INDICES and to_year in self.COST_INDICES:
            from_index = self.COST_INDICES[from_year]
            to_index = self.COST_INDICES[to_year]

            total_change = (to_index - from_index) / from_index
            years = to_year - from_year
            annual_rate = (to_index / from_index) ** (1 / years) - 1 if years > 0 else 0

            return EscalationAnalysis(
                from_year=from_year,
                to_year=to_year,
                annual_rate=annual_rate,
                total_change=total_change,
                category=category,
                confidence=0.95
            )

        return None

    def identify_cost_drivers(self, target_col: str = 'cost_per_sf') -> List[CostDriver]:
        """Identify factors that drive costs."""
        if self.data is None or target_col not in self.data.columns:
            return []

        drivers = []
        target = self.data[target_col].dropna()

        # Analyze numeric columns
        numeric_cols = self.data.select_dtypes(include=[np.number]).columns
        exclude = [target_col, 'final_cost', 'original_estimate']

        for col in numeric_cols:
            if col not in exclude:
                valid_mask = self.data[col].notna() & self.data[target_col].notna()
                if valid_mask.sum() > 10:
                    corr, p_value = stats.pearsonr(
                        self.data.loc[valid_mask, col],
                        self.data.loc[valid_mask, target_col]
                    )

                    if abs(corr) > 0.3 and p_va
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