'It’s the Customer Experience, Stupid'
We are increasingly living in an experience-driven culture as opposed to a possessions-focused culture. That means a new customer journey.
We are increasingly living in an experience-driven culture as opposed to a possessions-focused culture. That means a new customer journey.
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William Freitag is executive vice president and leads the consulting business at Majesco. Prior to joining Majesco, Freitag was chief executive officer and managing partner of Agile Technologies (acquired by Majesco in 2015). He founded the company in 1997.
When risks are largely independent, big data components have a computing and accuracy function to play in underwriting.
The two risks are owned by a single insured and are located in a historical flood zone, less than 1 kilometer from each other.
For premium pricing, we assume a traditional approach dependent on modeled expected values of insured loss and standard deviation of loss.
To set the statistical mechanics of the case study for both risks, we have a modeled flood insurance loss data samples Qt and St respectively for both risks, from a stochastic simulation - T. Modeled insured losses have an expected value E[.] and a standard deviation σ[.], which define a standard policy premium of π(.)
When both policies’ premiums are priced independently, by the standard deviation pricing principle we have:
(1.1)
π(St) = E[St] + σ[St]
π(Qt) = E[Qt] + σ[Qt]
With non-negative loadings, it follows that:
(2.0)
π(St) ≥ E[St]
π(Qt) ≥ E[Qt]
Because both risks are owned by the same insured, we aggregate the two standard premium equations, using traditional statistical accumulation principles for expected values and standard deviations of loss.
(3.0)
π(Qt)+π(St)= E[St]+σ[St]+E[Qt]+σ[Qt]
π(Qt)+π(St)= E[St+Qt]+σ[St]+σ[Qt]
The theoretical joint insured loss distribution function fS,Q(St,Qt) of the two risks will have an expected value of insured loss:
(4.0)
E[St + Qt] = E[St] + E[Qt]
And a joint theoretical standard deviation of insured loss:
(4.1)
σ[St + Qt] = √(σ2[St] + σ2[Qt] + 2ρσ[St] * σ[Qt])
We use further these aggregation principles to express the sum of two single risks premiums π(Qt), π(St), as well as to derive a combined premium π(Qt + St) for an umbrella coverage product insuring both risks with equivalency in limits as in (1.0). An expectation for full equivalency in premium definition produces the following equality:
(4.2)
π(Qt + St) = E[St + Qt] + √(σ2[St] + σ2[Qt] + 2ρσ[St] * σ[Qt]) = π(Qt) + π(St)
The expression introduces a correlation factor ρ between modeled insured losses of the two policies. In our case study, this correlation factor specifically expresses dependencies between historical and modeled losses for the same insured peril due to geo-spatial distances. Such correlation factors are derived by algorithms that measure dependencies of historical and modeled losses on their sensitivities to geo-spatial distances among risks. In this article, we will not delve into the definition of such geo-spatial correlation algorithms. Three general cases of dependence relationships among flood risks due to their geographical situation and distances are examined in our article: full independence, full dependence and partial dependence.
2.0 Sub-Additivity, Dependence and Diversification
Scenario 2.1: Two Boundary Cases of Fully Dependent and Fully Independent Risks
In the first boundary case, where we study full dependence between risks, expressed with a unit correlation factor, we have from first statistical principles that the theoretical sum of the standard deviations of loss of the fully dependent risks is equivalent to the standard deviation of the joint loss distribution of the two risks combined, as defined in equation (4.1).
(4.3)
σ[St + Qt] = √(σ2[St] + σ2[Qt] + 2σ[St] * σ[Qt]) = σ[St] + σ[Qt]
For expected values of loss, we already have a known theoretical relationship between single risks’ expected insurance loss and umbrella product expected loss in equation (4.0). The logic of summations and equalities for the two components in standard premium definition in (4.0) and (4.3) leads to deriving a relationship of proven full additivity in premiums between the single policies and the aggregate umbrella product, as described in equation (4.2), and shortened as:
(4.4)
π(Qt + St) = π(Qt) + π(St)
Some underwriting conclusions are evident from this analysis. When structuring a combined umbrella product for fully dependent risks, in very close to identical geographical space, same insured peril and line-of-business, the price of the aggregated umbrella product should approach the sum of single risk premiums priced independently. The absence of diversification in geography and insured catastrophe peril prevents any significant opportunities for cost savings or competitiveness in premium pricing. The summation of riskiness form single policies to aggregate forms of products is linear and co-monotonic. Economies of market share scale do not play a role in highly clustered and concentrated pools of risks, where diversification is not achievable, and inter-risk dependencies are close to perfect. In such scenarios, the impact of big data components to underwriting and pricing practices is not as prominent, because formulation of standard premiums for single risks and aggregated products could be achieved by theoretical formulations.
See also: #1 Affliction Costing Businesses Billions
In our second boundary case of full and perfect independence, when two or more risks with two separate insurance limits are priced independently and separately, the summation of their premiums is still required for portfolio accumulations by line of business and geographic and administrative region. This premium accumulation task or "roll-up" of fully independent risks is accomplished by practitioners accordingly with the linear principles of equation (3.0). However, if we are to structure an aggregate umbrella cover for these same single risks with an aggregated premium of π(Qt + St) , the effect of statistical independence expressed with a zero correlation factor will reduce equation (3.0) to equation (5.0).
(5.0)
π(Qt + St) = E[St + Qt] + √(σ2[St] + σ2[Qt])
Full independence among risks more strongly than any other cases supports the premium sub-additivity principle, which is stated in (6.0).
(6.0)
π(Qt + St) ≤ π(Qt) + π(St)
An expanded expression of the subadditivity principle is easily derived from the linear summation of premiums in (3.0) and the expression of the combined single insurance product premium in (5.0).
Some policy and premium underwriting guidelines can be derived from this regime of full statistical independence. Under conditions of full independence, when two risks are priced independently and separately the sum of their premiums will always be larger than the premium of an aggregate umbrella product covering these same two risks. The physical and geographic characteristics of full statistical independence for modeled insurance loss are large geo-spatial distances and independent insured catastrophe perils and business lines. In practice, this is generally defined as insurance risk portfolio diversification by geography, line and peril. In insurance product terms, we proved that diversification by geography, peril and line of business, which are the physical prerequisites for statistical independence, allow us to structure and price an aggregate umbrella product with a premium less than the sum of the independently priced premiums of the underlying insurance risks.
In this case, unlike with the case of full dependence, big data components have a computing and accuracy function to play in the underwriting and price definition process. Once the subadditivity of the aggregate umbrella product premium as in (6.0) is established, this premium is then back-allocated to the single component risks covered by the insurance product. This is done to measure the relative riskiness of the assets under the aggregate insurance coverage and each risk individual contribution to the formation of the aggregate premium. The back-allocation procedure is described further in the article in the context of a notional micro economy case.
Scenario 2.2: Less Than Fully Dependent Risks
In our case study, we have geo-spatial proximity of the two insured risks in a known flood zone with measured and available averaged historical flood intensities, which leads to a measurable statistical dependence of modeled insurance loss. We express this dependence with a computed correlation factor in the interval [0 < ρ' < 1.0].
Partial dependence with a correlation factor 0 < ρ' < 1.0 has immediate impact on the theoretical standard deviation of combined modeled loss, which is a basic quantity in the formulation of risk and loading factors for premium definition.
σ[St + Qt] = √(σ2[St] + σ2[Qt] + 2ρ'σ[St]σ[Qt]) ≤ σ[St] + σ[Qt]
This leads to redefining the equality in (4.3) to an expression of inequality between the premium of the aggregate umbrella product and the independent sum of the single risk premiums, as in the case of complete independence.
(7.0)
π(Qt + St) = √(E[St + Qt] + σ2[St] + σ2[Qt] + 2ρ'σ[St] * σ[Qt]) ≤ π(Qt) + π(St)
The principle of premium sub-additivity (6.0), as in the case of full independence, again comes into force. The expression of this principle is not as strong with partial dependence as with full statistical independence, but we can clearly observe a theoretical ranking of aggregate umbrella premiums π(Qt+St) in the three cases reviewed so far.
(7.1)
πFull Independence ≤ πPartial Dependence ≤ πFull Dependence
This theoretical ranking is further confirmed in the next section with computed numerical results.
Less than full dependencies, i.e. partial dependencies among risks, could still be viewed as a statistical modeling argument for diversification in market share geography, line of business and insured peril. Partial but effective diversification still offers an opportunity for competitive premium pricing. In insurance product and portfolio terms, our study proves that partial or imperfect diversification by geography affects the sensitivity of premium accumulation and allows for cost savings in premium for aggregate umbrella products vs. the summation of multiple single-risk policy premiums.
3.0 Numerical Results of Single-Risk and Aggregate Premium Pricing Cases
In our flood risk premium study, we modeled and priced three scenarios, using classical formulas for a single risk premium in equation (1.0) and for umbrella policies in equation (7.0). In our first scenario, we price each risk separately and independently with insured limits of $90 million and $110 million. In the second and third scenarios, we price an umbrella product with a limit of $200 million, in three sub-cases with {1.0, 0.3 and 0.0} correlation factors, respectively to represent full dependence, partial dependence and full independence of modeled insured loss. We use stochastic modeled insurance flood losses computed with high geo-spatial granularity of 30 meters.
The numerical results of our experiment fully support the conclusions and guidelines that we earlier derived from theoretical statistical relationships. For fully dependent risks in close proximity, the sum of single-risk premiums approaches the price of an umbrella product, which is priced with 1.0 (100%) correlation factor. This is the stochastic relationship of full premium additivity. For partially dependent risks, the price of a combined product, modeled and priced with a 0.3 (30%) correlation factor, could be less than the sum of single-risk premiums. For fully independent risks, priced with a 0 (0.0%) correlation factor, the price of the combined insurance cover will further decrease to the price of an umbrella on partially dependent risks (30% correlation). Partial dependence and full independence support the stochastic ordering principle of premium sub-additivity. The premium ranking relationship in (7.1) is strongly confirmed by these numerical pricing results.
See also: How Quote Data Can Optimize Pricing
Less than full dependence among risks, which is a very likely and practical measurement in real insurance umbrella coverage products, could still be viewed as the statistical modeling argument for diversification in market share geography. Partial and incomplete dependence theoretically and numerically supports the argument that partial but effective diversification offers an opportunity for competitive premium pricing.
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Ivelin Zvezdov is a financial economist by training with experience in quantitative analysis and risk management for (re)insurance and natural catastrophe modeling, fixed income and commodities trading. Since 2013 he leads the product development effort of AIR Worldwide's next generation modeling platform.
For one, external data and contextual information will become more important than historical internal data for predicting risk and for pricing.
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Sam Evans is founder and general partner of Eos Venture Partners. Evans founded Eos in 2016. Prior to that, he was head of KPMG’s Global Deal Advisory Business for Insurance. He has lived in Sydney, Hong Kong, Zurich and London, working with the world’s largest insurers and reinsurers.
Companies that advance don’t do so by avoiding risk. They don’t do so in spite of risk. They do so in conjunction with risk. They embrace it.
The biggest risk is not taking any risk… In a world that’s changing really quickly, the only strategy that is guaranteed to fail is not taking risks. – Mark ZuckerbergIn other blogs, we’ve written about the price you pay by not adapting. It’s not a question of whether you should take risks, but how to do it well. Nearly all great advances come through leaders' appreciating an opportunity and understanding how to manage its risks. So often in our discussions with companies, we encounter leaders who acknowledge the opportunity we present, but who are stymied by perceived obstacles to acting on it. The focus turns too heavily to what lies in the way rather than the path. These obstacles become risks – “unknowns” – that inhibit desired transformation. See also: 4 Steps to Integrate Risk Management Risks are an integral, essential part of improvement. They force us to think, to adapt, to learn. Companies that advance don’t do so by avoiding risk. They don’t do so in spite of risk. They do so in conjunction with risk. The question is not how to avoid risk, but how to embrace it. Leaders love risk as a thing to be conquered, not feared. Here’s how they do this. Define your goals in detail before you define your risks. It’s easy to get sidetracked by anxiety. The mention of a potential goal is more often met by caveats about it than by building out the path to the goal. Leaders focus first on the goal and the value of achieving it. Act on risks constructively. Draw up a list of risks that could materialize on your way to your goal. Define each risk (what it is), what impact the risk can have, the probability that it will occur and what should be done to manage it. Most often, the risk is much smaller than you imagine. For example, if we more aggressively negotiate medical cost reductions, we might generate more litigation. That might cost us $2,500 per case. This might happen on 10% of the cases. Don’t stop there….compare your risks to your upside – Our plan will result in reductions of more than $1,800 on 80% of all cases…..The upside is positive. Keep moving forward. Enlist people in problem solving…not problem identification. When engaging with others on a project or change effort, dwelling on risks leads to managing against a fear of failure. Get people involved in answering this question: “How can we achieve [name the goal]?” – rather than “what do you think of [name the goal]?” For example, how might we successfully achieve medical-cost reductions without generating litigation?” Plan for success and manage your way there. Managing risk doesn’t mean playing defense against potential disaster. On the contrary, it means keeping a clear eye on what you want. When we implement with a client, we have a detailed list of action items to be accomplished by our customers and us. Tedious? Not really. Critical to success? Absolutely. We know the critical success factors and we plan for and execute on them. Use risk to learn. We all know that stuff happens. Recognize it. Learn from it. Move on. Peter Drucker, the famous management guru, said it best…..
“People who don’t take risks generally make about two big mistakes a year. People who do take risks generally make about two big mistakes a year.”See also: Are Portfolios Taking Too Much Risk? If you’re feeling hemmed in by risks, take a different approach. Embrace it. It’s the only way to master it.
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Jim Kaiser is the CEO and founder of Casentric. Kaiser brings nearly 30 years of experience in the claims industry to Casentric.
When I first met Dan Ariely (now chief behavioral officer at Lemonade, among his many other duties) 15-plus years ago, he told a story about how people will, well, cheat on their insurance applications. He said he got a large car insurer to let him experiment with 12,000 applications. For the control group of 6,000, he changed nothing. They filled out the form, including how many miles they drove each year, and signed at the bottom. With the other 6,000, he had people sign at the top, attesting at the beginning of the process that everything they were about to fill in would be true. Dan drily reported that, "It turns out that those who sign at the top of the form drive 3,000 miles a year more than those who sign at the bottom."
Since getting involved in the insurance industry 3 1/2 years ago, as part of my three-decade focus on digital technology and its prospects for innovation, I've learned that lots of people fudge, and not just on how many miles they drive. People will find a homeowners policy a bit too expensive, so they'll fiddle with the facts and report that the home had the roof replaced recently or forget to report that trampoline, or something. What really surprised me is how much people get away with fudging (I'm trying to be kind here) on whether they even have insurance. They'll get a certificate of insurance, so they can show that a policy was in force at a particular moment in time, but then what? How do you know that policy is in force a day later? A week? A month? Six months?
With the advent of Trov, Slice and a few other innovators, it's now possible to turn coverage on and off (for some things) in an instant, but businesses still don't really know whether those they're working with have the requisite insurance at any particular moment. And if they want to find out, businesses have to wade through a sea of paper (or sometimes PDFs) that must total in the tens of millions each year in the U.S. alone.
Well, I'm happy to report that as part of our work at the Innovator's Edge site, which tracks the roughly 800 insurtech startups, we've come across a company that has a solution. That company is GAPro, and you can learn more about it here. In an era where software-as-a-service has become commonplace, GAPro provides what it calls verification-as-a-service. You get a dashboard that tells you in real time the coverage status of your contractors, brokers or whomever -- green signifying that all is in order, yellow highlighting those whose policies are up for renewal soon and red showing those whose policies have lapsed.
GAPro is still in its early days -- that's what insurtech is all about, right? -- but the idea is spot on, and those running the company are seasoned pros, so I'm confident they're going to get this right. That's why we've begun working with them to provide some counsel and, of course, to help them get the word out. You can read the announcement about our new relationship here. If you have a problem managing certificates of insurance -- and who doesn't? -- I encourage you to contact them.
Cheers,
Paul Carroll,
Editor-in-Chief
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Paul Carroll is the editor-in-chief of Insurance Thought Leadership.
He is also co-author of A Brief History of a Perfect Future: Inventing the Future We Can Proudly Leave Our Kids by 2050 and Billion Dollar Lessons: What You Can Learn From the Most Inexcusable Business Failures of the Last 25 Years and the author of a best-seller on IBM, published in 1993.
Carroll spent 17 years at the Wall Street Journal as an editor and reporter; he was nominated twice for the Pulitzer Prize. He later was a finalist for a National Magazine Award.
A catalog of insurtech startups.
A year ago, as the insurtech movement was starting to take off, a general partner at Andreessen Horowitz made a presentation to our semi-annual gathering of two dozen insurance company CEOs at Google headquarters and began by saying: "Distribution trumps innovation."
In some ways, that's an obvious statement. An innovation can't spread until you find that first customer, and then the second and then the third. But the statement was still startling to hear from a leader at a premier venture capital firm known for celebrating innovation. I jotted down the line, then looked around the room and saw that just about everyone else was, too.
Distribution trumps innovation.
While we have spent years at ITL fostering innovative ideas by curating what is now more than 2,600 articles by more than 800 of the best thinkers in the insurance and risk management industry, we decided to tackle the distribution piece of the puzzle, too. We began by cataloging all the insurtech startups, a list that now exceeds 800, and making it as easy as possible to search the startups based on technology, location, problem being addressed, etc. We gathered that information at a site that I've mentioned several times to you now: the Innovator's Edge. We've found that those looking for innovators need to know more, so we've taken the next step.
We've developed what we call Innovator's Edge Exchange. The foundation of IEx is the Market Maturity Review, which takes startups about a half-hour to fill out and which provides detail on where they stand in five crucial areas: the maturity of their technology, of their experience in the insurance industry, of their work with relevant regulations, of their operations and of their funding. Startups have begun to fill out these surveys to be discovered by potental customers, and I encourage everyone on the list to do so by going to the IE Exchange site. The more complete the list of startups in IEx, the more valuable it'll be to incumbents looking for innovators, and the more likely everyone will benefit. If you're not on the list and should be, please let me know at paul@insurancethoughtleadership.com. If you're an incumbent and want to be notified when you can sign up to get access to all the market maturity information we're gathering -- probably in late February -- you can sign up here.
Cheers,
Paul Carroll,
Editor-in-Chief
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Paul Carroll is the editor-in-chief of Insurance Thought Leadership.
He is also co-author of A Brief History of a Perfect Future: Inventing the Future We Can Proudly Leave Our Kids by 2050 and Billion Dollar Lessons: What You Can Learn From the Most Inexcusable Business Failures of the Last 25 Years and the author of a best-seller on IBM, published in 1993.
Carroll spent 17 years at the Wall Street Journal as an editor and reporter; he was nominated twice for the Pulitzer Prize. He later was a finalist for a National Magazine Award.
Passwords are cheap to deploy and users understand them, but three key factors are converging that will replace them before too long.
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Byron Acohido is a business journalist who has been writing about cybersecurity and privacy since 2004, and currently blogs at LastWatchdog.com.
Too many innovation centers are established with good intentions and high hopes, yet run into a common set of seven failure points.
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Amy Radin is a transformation strategist, a scholar-practitioner at Columbia University and an executive adviser.
She partners with senior executives to navigate complex organizational transformations, bringing fresh perspectives shaped by decades of experience across regulated industries and emerging technology landscapes. As a strategic adviser, keynote speaker and workshop facilitator, she helps leaders translate ambitious visions into tangible results that align with evolving stakeholder expectations.
At Columbia University's School of Professional Studies, Radin serves as a scholar-practitioner, where she designed and teaches strategic advocacy in the MS Technology Management program. This role exemplifies her commitment to bridging academic insights with practical business applications, particularly crucial as organizations navigate the complexities of Industry 5.0.
Her approach challenges traditional change management paradigms, introducing frameworks that embrace the realities of today's business environment – from AI and advanced analytics to shifting workforce dynamics. Her methodology, refined through extensive corporate leadership experience, enables executives to build the capabilities needed to drive sustainable transformation in highly regulated environments.
As a member of the Fast Company Executive Board and author of the award-winning book, "The Change Maker's Playbook: How to Seek, Seed and Scale Innovation in Any Company," Radin regularly shares insights that help leaders reimagine their approach to organizational change. Her thought leadership draws from both her scholarly work and hands-on experience implementing transformative initiatives in complex business environments.
Previously, she held senior roles at American Express, served as chief digital officer and one of the corporate world’s first chief innovation officers at Citi and was chief marketing officer at AXA (now Equitable) in the U.S.
Radin holds degrees from Wesleyan University and the Wharton School.
To explore collaboration opportunities or learn more about her work, visit her website or connect with her on LinkedIn.
Most insurers are looking outside the industry for the best ways to improve their systems, processes and products.
The innovation center
The innovation center (also named “lab” or “hub”) is a structure at a corporate level that bridges external innovation with business unit needs and innovation opportunities. It relies on internal subject matter experts and innovation champions to ignite and drive innovation initiatives at a business unit level. With this model, innovative new products and services go to market under the company’s brand.
The innovation hub provides an outside-in view while promoting innovation internally. With this model, the company dedicates a team to constantly monitor trends and market activity, build and maintain relationships with key insurtech players, identify potential future scenarios and determine new partnership opportunities.
The hub should be managed through business units to effectively innovate (i.e., building prototypes and scaling models). Execution is a key success factor, and we recommend insurers consider complementary innovation models to help promote positive outcomes.
Regardless of the model they use, we recommend that insurers of all sizes consider developing an innovation center and create an external connection based on potential future scenarios.
The incubator
An incubator can drive innovation from idea to end product by identifying new opportunities and developing related solutions. Although it does require a significant investment of both money and resources, it has proven especially effective in addressing complex problems and devising new approaches to them.
Although the incubator can be internal, external structures typically create unique development environments and attract necessary talent. Via an external approach, ideas come mostly from outside the company and a panel of internal or external innovation specialists provide high-level guidance and approval for the innovation the company is seeking through the incubator.
Although the incubator initially drives innovation, business units typically become involved during the development process. They have an important role, especially when planning to deploy new solutions within the organization. The incubator can wind up as a start-up that can go to the market under its own name.
One of the main strengths of the incubator model is that it facilitates execution. It holds an idea until a prototype is developed and a minimally viable product is available. The gradual involvement of business units during the process enables the model to adequately scale. Upon adoption by its future owner, the incubator and business units can address any related challenges related to operating capacity, cyber risk, regulation and other issues.
Strategic venture capital (SVC)
The SVC model offers the opportunity to participate via stake or acquisition in relevant insurtech-related players. This is a way to influence and shape the development of specific startups (e.g. pushing them to solve specific problems) and acquire key capabilities and talent, and as a way to derive value from strategic investments.
In the SVC model, the company establishes a new ventures division, which sources ideas from the outside. The company provides funding and support for equity, while a SVC from this new structure explores, identities and evaluates solutions and markets new ventures under its own brand. The funds thatSVC invests in a startup help new players augment their capabilities and scale their business model. This could lead to potential market joint ventures, acquisitions or other deals to monetize the initial investment.
Established insurers with SVC arms are usually leaders in specific market segments and therefore leverage their experience and knowledge to select key ventures. To become more active with insurtech, these structures can be linked to innovation centers, thereby allowing companies to connect ventures with business units.
Instead of choosing one model over the other, we propose one that combines key elements from each. Companies can select elements based on their need for external innovation, the availability of talent, their ability to execute and the amount of investment the organization is willing to commit.
EIM operating options
EIM operating characteristics
Bridging the cultural divide
Complicating the need to innovate is the fact that an insurer’s culture often influences an external company’s decision about partnering with it. In fact, according to our 2016 Global
FinTech Survey, more than half of fintechs see differences in management and culture as a key challenge in working with insurers. Insurers also realize this, and 45% of insurance companies agree that this is a major challenge.
See also: How to Create a Culture of Innovation
Accordingly, insurers will need to assess the availability and compatibility of existing resources and determine how and where they can find what may not currently be available. By clearly articulating the organization’s needs, defining explicit roles and establishing a model for enterprise innovation, an insurer can address any underlying concerns it may have about partnerships.
While insurers can create internal structures to support innovation, most of them will have to enlist external resources in one way or another. In fact, we expect many talented professionals without insurance-specific skills will be the ones who wind up driving innovation.
Attracting and developing innovators
Insurers can create internal structures to support innovation, but – as EIMs stipulate – success ultimately depends on having the right talent. And, most insurers will have to enlist external resources – ones who have an entrepreneurial mindset and who are well-connected to insurtech – in one way or another.
How does a company attract and retain this kind of talent? There are four primary ways:
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Anand Rao is a principal in PwC’s advisory practice. He leads the insurance analytics practice, is the innovation lead for the U.S. firm’s analytics group and is the co-lead for the Global Project Blue, Future of Insurance research. Before joining PwC, Rao was with Mitchell Madison Group in London.
Jamie Yoder is president and general manager, North America, for Sapiens.
Previously, he was president of Snapsheet, Before Snapsheet, he led the insurance advisory practice at PwC.
Marie Carr is the global growth strategy lead and a partner with PwC's U.S. financial services practice, where she serves numerous Fortune 500 insurance and financial services clients.
Over more than 30 years, her work has helped executive teams leverage market disruption and innovation to create competitive advantage. In addition, she regularly consults to corporate boards on the impacts of social, technological, economic, environmental and political change.
Carr is the insurance sector champion and has overseen the development of numerous PwC insurance thought leadership pieces, including PwC's annual Next in Insurance and Top Insurance Industry Issues reports.
Advocacy models – which treat the worker as a whole person – are better equipped to control or eliminate psychosocial factors during recovery.
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