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Killer Innovations with Phil McKinney

Killer Innovations with Phil McKinney

De: Phil McKinney
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Step into the world of relentless creativity with the Killer Innovations Podcast, hosted by Phil McKinney. Since 2005, it has carved its niche in history as the longest-running podcast. Join the community of innovators, designers, creatives, entrepreneurs, and visionaries who are constantly pushing boundaries and challenging the status quo. Discover the power of thinking differently and taking risks to achieve success. The podcast covers a wide range of topics, including innovation, technology, business, leadership, creativity, design, and more. Every episode is not just talk; it's about taking action and implementing strategies that can help you become a successful innovator. Each episode provides practical tips, real-life examples, and thought-provoking insights that will challenge your thinking and inspire you to unleash your creativity. The podcast archive: KillerInnovations.com About Phil McKinney: Phil McKinney, CTO of HP (ret) and CEO of CableLabs, has been credited with forming and leading multiple teams that FastCompany and BusinessWeek list as one of the "50 Most Innovative". His recognition includes Vanity Fair naming him "The Innovation Guru," MSNBC and Fox Business calling him "The Gadget Guy," and the San Jose Mercury News dubbing him the "chief seer."See http://philmckinney.com Economía
Episodios
  • Thinking 101: A Pause, A Reflection, And What Might Come Next

    Thinking 101: A Pause, A Reflection, And What Might Come Next
    Dec 23 2025

    Twenty-one years.

    That's how long I've been doing this. Producing content. Showing up. Week after week, with only a handful of exceptions—most of them involving hospitals and cardiac surgeons, but that's another story.

    After twenty-one years, you learn what lands and what doesn't. You learn not to get too attached because you never know what's going to connect.

    But this one surprised me.

    Thinking 101—the response has been different. More comments. More questions. More people saying, "This is exactly what I needed."

    It's made me reflect on why I started this series.

    Years ago, I was in a room with people from the Department of Education. I asked them a simple question: Why are we graduating people who can't think?

    Not "don't know things." Can't think. Can't reason through a problem. Can't evaluate an argument.

    Their answer was... let's just say it wasn't satisfying.

    That moment stuck with me. When AI exploded onto the scene—when everyone suddenly had a machine that could generate answers instantly—it became clear: thinking for yourself isn't just valuable anymore. It's survival.

    That's what Part One was about. The Foundations. Building your thinking toolkit.

    So what's next? For the next few weeks—nothing.

    We're taking a breather for the holidays. I'm going to spend time with my wife, my kids, my grandkids.

    We'll be back in early January. And if you're heading to CES in Las Vegas that first week—let me know. I'd love to meet up.

    But before I go, I have a question for you.

    Should there be a Part Two?

    I have ideas. If Part One was about building your toolkit, Part Two could be about what happens when you have to use it. Because knowing how to think and making good decisions aren't the same thing. Real decisions happen when you're tired. When you're stressed. When your own brain is working against you.

    Part Two could be about that gap—between knowing and doing.

    But I want to hear from you first. Should I do it? What topics would you want covered? What questions are you wrestling with?

    Post a comment. If you're a paid subscriber on Substack, send me a DM—I read those.

    And speaking of paid subscribers—that's the best way to support the team that makes this happen. Twenty-one years of showing up doesn't happen alone.

    You can also visit our store at innovation DOT tools for merch, my book, and more.

    Part One is done. The holidays are calling.

    Thank you for making this series land the way it did.

    See you in January.

    I'm Phil McKinney. Take care of yourselves—and each other.
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    5 m
  • Mental Models - Your Thinking Toolkit

    Mental Models - Your Thinking Toolkit
    Dec 16 2025
    Before the Space Shuttle Challenger exploded in 1986, NASA management officially estimated the probability of catastrophic failure at one in one hundred thousand. That's about the same odds as getting struck by lightning while being attacked by a shark. The engineers working on the actual rockets? They estimated the risk at closer to one in one hundred. A thousand times more dangerous than management believed.¹ Both groups had access to the same data. The same flight records. The same engineering reports. So how could their conclusions be off by a factor of a thousand? The answer isn't about intelligence or access to information. It's about the mental frameworks they used to interpret that information. Management was using models built for public relations and budget justification. Engineers were using models built for physics and failure analysis. Same inputs, radically different outputs. The invisible toolkit they used to think was completely different. Your brain doesn't process raw reality. It processes reality through models. Simplified representations of how things work. And the quality of your thinking depends entirely on the quality of mental models you possess. By the end of this episode, you'll have three of the most powerful mental models ever developed. A starter kit. Three tools that work together, each one strengthening the others. The same tools the NASA engineers were using while management flew blind. Let's build your toolkit. What Are Mental Models? A mental model is a representation of how something works. It's a framework your brain uses to make sense of reality, predict outcomes, and make decisions. You already have hundreds of them. You just might not realize it. When you understand that actions have consequences, you're using a mental model. When you recognize that people respond to incentives, that's a model too. Think of mental models as tools. A hammer drives nails. A screwdriver turns screws. Each tool does a specific job. Mental models work the same way. Each one helps you do a specific kind of thinking. One model might help you spot hidden assumptions. Another might reveal risks you'd otherwise miss. A third might show you what success requires by first mapping what failure looks like. The collection of models you carry with you? That's your thinking toolkit. And like any toolkit, the more quality tools you have, and the better you know when to use each one, the more problems you can solve. Here's the problem. Research from Ohio State University found that people often know the optimal strategy for a given situation but only follow it about twenty percent of the time.² The models sit unused while we default to gut reactions and habits. The goal isn't just to collect mental models. It's to build a system where the right tool shows up at the right moment. And that starts with having a few powerful models you know deeply, not dozens you barely remember. Let's add three tools to your toolkit. Tool One: The Map Is Not the Territory This might be the most foundational mental model of all. Coined by philosopher Alfred Korzybski in the 1930s, it delivers a simple but profound insight: our models of reality are not reality itself.³ A map of Denver isn't Denver. It's a simplified representation that leaves out countless details. The smell of pine trees, the feel of altitude, the conversation happening at that corner café. The map is useful. But it's not the territory. Every mental model, every framework, every belief you hold is a map. Useful? Absolutely. Complete? Never. This explains the NASA disaster. Management's map showed a reliable shuttle program with an impressive safety record. The engineers' map showed O-rings that became brittle in cold weather and a launch schedule that left no room for delay. Both maps contained some truth. But management's map left out critical territory: the physics of rubber at thirty-six degrees Fahrenheit. When your map doesn't match the territory, the territory wins. Every time. How to use this tool: Before any major decision, ask yourself: What is my current map leaving out? Who might have a different map of this same situation, and what does their map show that mine doesn't? The NASA engineers weren't smarter than management. They just had a map that included more of the relevant territory. Tool Two: Inversion Most of us approach problems head-on. We ask: How do I succeed? How do I win? How do I make this work? Inversion flips the question. Instead of asking how to succeed, ask: How would I guarantee failure? What would make this project collapse? What's the surest path to disaster? Then avoid those things. Inversion reveals dangers that forward thinking misses. When you're focused on success, you develop blind spots. You see the path you want to take and ignore the cliffs on either side. Here's a surprising example. When Nirvana set out to record Nevermind in 1991, they had a budget of just $65,000. Hair metal bands were spending millions ...
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    17 m
  • Numerical Thinking: How to Find the Truth When Numbers Lie

    Numerical Thinking: How to Find the Truth When Numbers Lie
    Dec 2 2025
    Quick—which is more dangerous: the thing that kills 50,000 Americans every year, or the thing that kills 50? Your brain says the first one, obviously. The data says you're dead wrong. Heart disease kills 700,000 people annually, but you're not terrified of cheeseburgers. Shark attacks kill about 10 people worldwide per year, but millions of people are genuinely afraid of the ocean. Your brain can't do the math, so you worry about the wrong things and ignore the actual threats. And here's the kicker: The people selling you fear, products, and policies? They know your brain works this way. They're counting on it. You're not bad at math. You're operating with Stone Age hardware in an Information Age world. And that gap between your intuition and reality? It's being weaponized every single day. Let me show you how to fight back. What They're Exploiting Here's what's happening: You can instantly tell the difference between 3 apples and 30 apples. But a million and a billion? They both just feel like "really big." Research from the OECD found that numeracy skills are collapsing across developed countries. Over half of American adults can't work with numbers beyond a sixth-grade level. We've become a society that can calculate tips but can't spot when we're being lied to with statistics. And I'm going to be blunt: if you can't think proportionally in 2025, you're flying blind. Let's fix that right now. Translation: Make the Invisible Visible Okay, stop everything. I'm going to change how you see numbers forever. One million seconds is 11 days. Take a second, feel that. Eleven days ago—that's a million seconds. One billion seconds is 31 years. A billion seconds ago, it was 1994. Bill Clinton was president. The internet was just getting started. That's how far back you have to go. Now here's where it gets wild: One trillion seconds is 31,000 years. Thirty-one THOUSAND years. A trillion seconds ago, humans hadn't invented farming yet. We were hunter-gatherers painting on cave walls. So when you hear someone say "What's the difference between a billion and a trillion?"—the difference is the entire span of human civilization. This isn't trivia. This is the key to seeing through manipulation. Because when a politician throws around billions and trillions in the same sentence like they're comparable? Now you know—they're lying to your face, banking on you not understanding scale. The "Per What?" Weapon Here's the trick they use on you constantly, and once you see it, you can't unsee it. A supplement company advertises: "Our product reduces your risk by 50%!" Sounds incredible, right? Must buy immediately. But here's what they're not telling you: If your risk of something was 2 in 10,000, and now it's 1 in 10,000—that's technically a 50% reduction. But your actual risk only dropped by 0.01%. They just made almost nothing sound like everything. Or flip it around: "This causes a 200% increase in risk!" Terrifying! Except if your risk went from 1 in a million to 3 in a million, you're still almost certainly fine. This is how they play you. They show you percentages when absolute numbers would expose them. They show you raw numbers when rates would destroy their argument. Your defense? Three words: "Per what, exactly?" 50% of what baseline? 200% increase from what starting point? That denominator is where the truth hides. Once you start asking this, you'll see the manipulation everywhere. Let's Catch a Lie in Real Time Okay, let's do this together right now. I'm going to show you a real manipulation pattern I see constantly. Headline: "4 out of 5 dentists recommend our toothpaste!" Sounds pretty convincing, right? Let's apply what we just learned. First—per what? Four out of five of how many dentists? If they surveyed 10 dentists and 8 said yes, that's technically 80%, but it's meaningless. Second—what was the actual question? Turns out, they asked dentists to name ALL brands they'd recommend, not which ONE was best. So 80% mentioned this brand... along with seven other brands. Third—scale: There are 200,000 dentists in the US. They surveyed 150. That's 80% of 0.075% of all dentists. See how fast that falls apart? That's the power of asking "per what? The Exponential Trap This is where your intuition doesn't just fail—it catastrophically fails. And it's costing people everything. Grab a piece of paper. Fold it in half. Twice as thick, no big deal. Fold it again. Four times. Okay. Keep going. Most people think if you could fold it 42 times, maybe it'd be as tall as a building? No. It would reach the moon. From Earth. To the moon. That's exponential growth, and your brain cannot comprehend it. Here's why this matters in your actual life: You've got a credit card with $5,000 on it at 18% interest. You think "I'll just pay the minimum, I'll catch up eventually." Your brain treats this like a linear problem. It's not. It's exponential. That $5,000 becomes $10,000 faster than you can possibly imagine,...
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    17 m
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