DirectX 9.0策略游戏编程实战指南

游戏编程
DirectX9
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"《策略游戏编程实战：DirectX 9.0》是由Todd Barron编著的一本面向游戏开发者的专业书籍，着重讲解了如何利用微软DirectX 9.0技术来设计和实现实时战略（Real-Time Strategy, RTS）游戏。该书旨在帮助读者深入了解RTS游戏编程的基础，并通过实例演示展示了如何利用DirectX的强大功能创建引人入胜的游戏体验。 在《Strategy Game Programming with DirectX 9.0》中，作者首先会介绍DirectX 9.0的概述和核心概念，包括图形渲染、输入处理、音频处理等关键技术。接着，读者将学习如何构建游戏引擎的基本架构，包括地图编辑器、单位管理、AI系统和网络通信，这些都是策略游戏开发不可或缺的组成部分。 书中详细探讨了如何设计和实现游戏逻辑，包括资源管理、单位行动决策、战术策略以及战役流程控制。此外，作者还会涉及如何优化性能，包括内存管理、图形渲染效率提升和硬件加速技术的运用。对于新手来说，书中还提供了清晰易懂的代码示例和逐步指导，以便于读者快速上手并理解复杂的技术细节。 在实际案例部分，书中可能会涉及到像《Warcraft III: Reign of Chaos》和《StarCraft》这样的经典RTS游戏，通过剖析这些游戏的设计思想和技术实现，让读者更好地理解和应用所学知识。同时，版权信息强调了所有屏幕截图和游戏名称的使用都遵循了出版商的规定，尊重了知识产权。 《Strategy Game Programming with DirectX 9.0》是一本实用的教程，适合那些想要进入游戏开发领域，特别是对RTS游戏感兴趣的程序员，无论是初学者还是经验丰富的开发者，都能从中受益匪浅。通过本书，读者不仅能掌握DirectX 9.0技术，还能提升自己的游戏设计和项目管理能力，为创建具有竞争力的策略游戏打下坚实基础。"

Wordware - Strategy Game Programming with DirectX 9.0

2009-05-08 上传
Wordware - Strategy Game Programming with DirectX 9.0 (2003) [TeaM LiB] [Share-Books.Net].chm

Strategy.Game.Programming.With.Directx.9.0.Source.Code

2011-08-06 上传
《Strategy.Game.Programming.With.Directx.9.0》是一本专为游戏开发者设计的书籍，主要探讨了如何利用DirectX 9.0进行即时战略（RTS）游戏的编程。DirectX是微软推出的一系列应用程序接口（API），主要用于多媒体，...

请帮我把这段python代码转为sql命令，df对应表格common_goods.fund_objectives_strategy_with_labels：# Assuming period_end_date data is in a pandas DataFrame called 'df' with a column called 'period_end_date' df['period_end_date'] = pd.to_datetime(df['period_end_date'], format='%Y%m%d') # Convert time column to datetime format df['year'] = df['period_end_date'].dt.year # Create a new column with the year df['last_entry'] = df.groupby('year')['period_end_date'].transform('max') == df['period_end_date'] # Create a new column indicating if the entry is the last for that year df['last_entry'] = df['last_entry'].astype(int) # Convert True/False to 1/0

2023-05-10 上传
UPDATE common_goods.fund_objectives_strategy_with_labels SET period_end_date = STR_TO_DATE(period_end_date, '%Y%m%d'); UPDATE common_goods.fund_objectives_strategy_with_labels SET year = YEAR...

You could also create code to simulate the Monty Hall problem. 1. Create a function named random_door, which uses numpy.random.choice to sample 1 door randomly from a list of integer door indices (1-3 in this case). Use this function to randomly select the door the car is behind and the contestant’s initial choice of doors. 2. Create a function monty_choice, which chooses the door Monty opens, conditional on the contestant’s choice of doors and the door with the car. For the case where the contestant has selected the door with the car, select the door to open by simulating the flip of a fair coin using the np.random.binomial function with n = 1. 3. Create a function win_car, which determines if the contestant wins the car, conditional on the strategy selected, {switch, noswitch}, the door the contestant selected, the door with the car, and the door Monty opened. 4. Create a function named simulation that allows you to run the simulation n = 1000 times, with a switch or noswitch strategy. 5. Execute your simulation for each possible strategy. For the two strategies, plot side by side bar charts showing the numbers of successes and failures for each strategy. 6. Describe the strategy a contestant should adopt for this game. How much will the chosen strategy change the probability of winning a car? Is this result consistent with the conditional probability of this problem?

2023-06-09 上传
# run the simulation n times with the given strategy car_door = random_door() contestant_choice = random_door() successes = 0 failures = 0 for i in range(n): monty = monty_choice(contestant_...

class Agent: def __init__(self, strategy): self.strategy = strategy self.score = 0 self.previous_choice = None class Game: def __init__(self, agents): self.agents = agents 这段代码的意思

2023-06-08 上传
Agent 类有一个构造函数 __init__，它接受一个参数 strategy，并将其存储在实例变量 self.strategy 中。Agent 类还有两个实例变量：self.score 和 self.previous_choice，它们分别表示该代理的得分和前一次的选择。 ...

Merge with strategy ort failed.

2024-09-04 上传
当在Git中尝试合并两个分支时，遇到 "Merge with strategy 'ort' failed." 错误，这通常意味着Git在使用“ours”（我们的选择）或“theirs”（他们的选择）冲突解决策略时无法确定如何合并特定的代码差异。...

def play(strategy0, strategy1, goal=GOAL_SCORE): """Simulate a game and return the final scores of both players, with Player 0's score first, and Player 1's score second. A strategy is a function that takes two total scores as arguments (the current player's score, and the opponent's score), and returns a number of dice that the current player will roll this turn. strategy0: The strategy function for Player 0, who plays first. strategy1: The strategy function for Player 1, who plays second. """ who = 0 # Which player is about to take a turn, 0 (first) or 1 (second) score, opponent_score = 0, 0 "*** YOUR CODE HERE ***" while score < goal and opponent_score < goal: if who == 0: score += take_turn(strategy0(score, opponent_score), opponent_score, select_dice(score, opponent_score)) if can_swap(score, opponent_score): # score = opponent_score # opponent_score = score score, opponent_score = opponent_score, score who = other(0) else: opponent_score += take_turn(strategy1(opponent_score, score), score, select_dice(opponent_score, score)) if can_swap(opponent_score, score): # opponent_score = score # score = opponent_score opponent_score, score = score, opponent_score who = other(1) return score, opponent_score换一种写法

2023-06-10 上传
def play(strategy0, strategy1, goal=GOAL_SCORE): scores = [0, 0] who = 0 while max(scores) opponent_score = scores[1 - who] num_rolls = strategy0(scores[who], opponent_score) if who == 0 else ...

Differential Evolution Algorithm With Strategy Adaptation for Global Numerical Optimization是什么算法

2023-06-09 上传
"Differential Evolution Algorithm With Strategy Adaptation for Global Numerical Optimization"是一种基于差分进化算法 (DE) 的全局优化算法。该算法在差分进化算法的基础上，引入了策略自适应机制，以提高算法...

public class Book { public string kind { get;set; } private IStrategy strategy; public void setStrategy(IStrategy strategy) { this.strategy= strategy; } public Book(string kind) { this.kind = kind; } public Book(IStrategy strategy) { this.strategy = strategy; } public void operation() { this.strategy.operate(); } } 用Java语言写

2023-06-08 上传
this.strategy = strategy; } public String getKind() { return kind; } public void setKind(String kind) { this.kind = kind; } public void setStrategy(IStrategy strategy) { this.strategy = ...

Please commit your changes or stash them before you merge. Aborting Merge with strategy ort failed.

2024-07-31 上传
"Aborting Merge with strategy ort failed" 意味着Git在使用特定的合并策略（这里是"ort"，可能是Octopus、Recursive或 theirs 中的一种）时遇到了失败，并取消了正在进行的合并操作。这可能是因为合并过程中发现了...
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