Challenges for Today's Agencies
In conversations with executives in the Northeast, insurance agency and team leaders report that staffing and recruiting is their top challenge.
In conversations with executives in the Northeast, insurance agency and team leaders report that staffing and recruiting is their top challenge.
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Carmen Bonilla is an experienced business development professional with a 12-year track record in the insurance industry, having worked for Cigna HealthCare and Swiss Reinsurance. Bonilla currently develops business for AgileTrailblazers, a management consulting firm.
Insurers will be asking how various tax reform proposals may affect the U.S. treatment of their operations as tax reform efforts advance in 2017.
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David Schenck joined PwC in 2009 as a principal and leads the U.S. insurance tax practice. His practice focuses on international planning, financial transactions, and treasury operations for large multinational corporations, insurance companies, and investment firms.
Processes within every agency can be adapted to the gig economy, saving money and allowing access to experienced personnel at the same time.
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Robin Roberson is the managing director of North America for Claim Central, a pioneer in claims fulfillment technology with an open two-sided ecosystem. As previous CEO and co-founder of WeGoLook, she grew the business to over 45,000 global independent contractors.
Good urban infrastructure needs to anticipate change, be built to adapt and to be resilient -- and great progress is possible.
Unchecked urban population growth can lead to vast unsustainable urban sprawl, or the creation of dense slums. Cities will need to accommodate more people without increasing their urban footprint; increasing density, without decreasing quality of life. This can be achieved with reprogrammable living space such as MIT’s reprogrammable apartments or by building structures with multiple uses in mind, ensuring that they can be used for different purposes at different times of the day or week, such as reusing office space or schools for social or leisure activities during the evenings or at the weekend.
In the developed world, years of declining birth rates and longer life expectancy are leading to a rapidly aging population, with its own set of challenges. The effects of this demographic shift are already being felt in countries including Japan, Italy, Germany and Norway, with pressure being put on cities to rethink the provision of urban infrastructure, embrace universal design and reuse and repurpose buildings and infrastructure that is becoming obsolete.
See also: Moving Closer to the ‘Smart City’
This trend is also increasing the demand for health and social services and the provision of housing that will meet the needs of people during their 100-year life. Tokyo is at the forefront of this trend; an estimated 200 schools per year are closing, and the city is repurposing them as adult education centers, senior homes and places of leisure and exercise for the elderly. Cities in other advanced economies need to prepare for this eventuality.
Changing environment and resource scarcity
The world’s climate over the next century is likely to shift dramatically. Increased occurrences of extreme weather events, desertification and rising sea levels all threaten the world’s cities. Fifteen of the world’s 20 largest cities are located in coastal zones threatened by sea-level rise and storm surges. To prepare for these challenges, cities need to be resilient, building coping mechanisms into their urban fabric. If well-designed, infrastructure that protects against high-impact climate events can also be flexible, serving a valuable purpose for the entirety of its life. Projects such as New York’s Dry Line, or Roskilde’s flood defense skatepark combine resilient infrastructure with a space for community leisure activities.
[caption id="attachment_24740" align="alignnone" width="600"]
Source: Outlook on the Global Agenda 2015[/caption]
The urban planner Patrick Abercrombie, who created London’s post-World War II master plan, reserved its hinterland as a “green belt” aimed to preserve the countryside, while also providing nourishment to the city. Today, the city’s greenbelt is global, and water and resource scarcity in any region can easily disrupt the delicate balance between a city and its worldwide network of production.
The advent of urban farming will help to alleviate this risk. Urban farms are largely hydroponic – feeding water and nutrients directly to the roots – and closed-loop, meaning they use as much as 90% less water. They can be placed anywhere and stacked vertically, making them as much as 100 times more productive per hectare. By 2050, the world’s population will demand 70% more food than is consumed today; urban farms will help cities to feed their growing populations, creating a vertical green belt, adding flexibility into the food system with guaranteed yields and low-risk supply chains.
Cities consume vast amounts of all resources, from the materials of which they are constructed, to the demands of their citizens for products and packaging. Cities cannot continue to follow a take/make/waste pattern, filling landfills and depleting finite resources, and need to move toward a more circular economy. Systems of reuse and recycling need to be in place to smartly deal with waste, and building materials themselves need to be designed for reuse. The European Union program Buildings as Material Banks creates reusable buildings that store and record the value of their composite materials over their lifetime. Others use up-cycled materials such as shipping containers to provide low-cost, flexible housing to students and young professionals.
Technology and business model disruption
Cities are economic engines. According to McKinsey, 600 cities are responsible for 60% of global GDP. The healthy economy of a city sustains its population through salaries and entrepreneurial activity. However, all economic activity is subject to disruption; shifts in business models can create opportunities, but cites from Detroit to Liverpool have seen the possible negative effects of industrial change.
In the fourth industrial revolution, we are likely to see the biggest industrial shifts in a generation, changing the way we work and live in the urban environment. Innovations such as 3D printing, artificial intelligence and next-generation robotics will shift models of work and production in ways that are impossible to predict. Cities and businesses need to be adaptive. Google, a company at the forefront of this change, anticipates that its business model could shift dramatically. The company's new Mountain View, CA, headquarters is adapted for this, a series of giant domes under which any number of structures, fit for any purpose, can be quickly assembled; making it completely reprogrammable for any eventual use. Cities need to take a similar approach to construction.
See also: Can Insurance Become Utility, Like Electricity?
The sharing economy can be defined as the distribution and sharing of excess goods and services between individuals, largely enabled by modern technology. This new model is having a deep impact on the urban environment. Many consumers are moving away from ownership and toward access, renting access to mobility, entertainment or space.
Companies of the sharing economy naturally add a layer of flexibility into the city. Airbnb, for example, allows people to rent out their apartments when they are out of town, easily increasing a city’s capacity to accommodate influxes of visitors as demand increases. As the sharing economy develops, similar companies will enable cities to turbocharge their efficiency, ensuring that no excess capacity is wasted.
Humanity faces the mammoth task of adding more than two billion people to the urban population before 2050, the equivalent of creating a city the size of London every month for the next two decades. To house, feed and employ these people, cities will have to do more with less. They have to be smarter, greener and more efficient. They will have to innovate.
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Alice Charles is the lead for all urban development work at the World Economic Forum, Geneva, Switzerland.
Research has led to a profound shift in how we understand human thought and behavior. The secret to change: Unite an idea with an emotion.
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Shahzadi Jehangir is an innovation leader and expert in building trust and value in the digital age, creating scalable new businesses generating millions of dollars in revenue each year, with more than $10 million last year alone.
Professional cyber criminals avoid large companies' massive security systems and target the small provider, with its minimal controls.
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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.
An interview with Trōv founder Scott Walchek: "We can make the whole experience so seamless that customers don’t have to do anything."
Trōv is based in the San Francisco Bay Area. But you decided to launch first in Australia and the U.K. Why there?
Scott: “Ha ha – there’s a linear story and a non-linear story to that! The linear story is that microduration is still new to the industry, so our hypothesis requires testing. The regulatory environment is important if you want to get to market fast. Australia and the U.K. have a single regulatory authority versus the 56 bodies in the U.S. But we’re also in the process of filing in the U.S. The non-linear story is that I just happened to meet Kirsten Dunlop, head of strategic innovation at Suncorp Personal Insurance, at a conference in Meribel in France. She immediately understood the strategic impact of Trōv, and that is when it took off.”
Because the Trōv concept is so new to consumers, it must be extremely interesting to learn what exactly strikes the right chord …
Scott: “Customers just love the experience. Our NPS is +49. However, we’re learning every day. With a completely new concept such as Trōv, it is impossible to know exactly what to expect, honestly. It turns out that Trōv reveals new consumer insights. There is still a significant number of valuables that our audience wants to insure but that we cannot provide a quote for, for instance. Although more than 60% never turn off an insurance, the ability to switch an insurance on and off turns out to be an important psychological benefit. This appears to be category-dependent. Sporting goods are switched on and off more often than smartphones and laptops.
We’re constantly measuring and improving every step of the funnel. From leaving Facebook to downloading the app, to registration, to actual swipes. We will share concrete numbers on uptake and conversion rates at DIA Amsterdam. But to already share two big learnings: We designed Trōv for use on smartphones, but, much to our surprise funnel figures multiplied when we decided to add a web interface. And we are actually even attracting better-quality customers.”
In Australia, you decided to partner with Suncorp, in the U.K. with AXA and in the U.S. with Munich Re. What are the success factors of a partnership between an insurtech and an incumbent?
Scott: “At the end of the day, it is about relationships and people. We understand their internal challenges. Everyone agrees that real knowledge of individual insured goods and the actual value of those goods improves the loss ratio. But we need to figure out how this works exactly through experimentation. This requires internal dedication, throughout the whole organization, starting at the top. It is not about conducting small pilots, but the willingness to experiment while going all the way, invest for several years and learn as we go what insurance will look like in the future and how consumers want to engage.”
What are your future plans and ambitions with Trōv? We can imagine that Trōv could also be an interesting partner for retailers and producers of durables. With Trōv, they could seamlessly sell insurance ...
Scott: “We have three lines of business. The first is what we call "solid." This is about expanding the Trōv app geographically, covering more categories and continuously developing the technology. Trōv will be launched in Japan, Germany and Canada shortly. Then there is "liquid"; offering white-label solutions to financial institutions, for instance in relation to connected cars and homes. The third line of business is "gas"; basically Trōv technology embedded in other applications; insurance as a service. This could be attractive for all sorts of merchants, telco operators etc.”
See also: Understanding Insurtech: the ABCs
This would make Trōv even more part of the context in which consumers makes decisions about the risk they are willing and not willing to incur. And it also taps into the exponential growth of connected devices, similar to how machine-to-machine payments are increasingly taking place …
Scott: “Yes. What we’re now doing with Trōv is really the beginning. Trōv is about providing our customers with exactly the protection they want, exactly when they want it. With more and more connected devices and sensors and new data streams everywhere we can make the whole experience so seamless they don’t have to do anything at all.”
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Roger Peverelli is an author, speaker and consultant in digital customer engagement strategies and innovation, and how to work with fintechs and insurtechs for that purpose. He is a partner at consultancy firm VODW.
Last week's announcement by Next Insurance that it would sell insurance via Facebook Messenger brings chatbots to the fore of the discussion on insurtech—where they belong.
Last week's announcement by Next Insurance that it would sell insurance via Facebook Messenger brings chatbots to the fore of the discussion on insurtech—where they belong.
At a time when so many companies are trying to come to grips with all the innovation in the industry, chatbots can provide a relatively easy win. They cut costs for insurance companies while providing better service to customers, who can use their phones (by now an extension of the hand for many people) to text an inquiry rather than have to navigate a phone tree and eventually sit on hold for several minutes while listening to bad music or ads, only to eventually arrive at a customer service rep who doesn't really understand the issue.
At ITL, we became believers in this use of artificial intelligence more than a year ago and, once we saw the great work being done at Pypestream, decided that the technology was mature enough that we would help spread the word about the company and its chatbots, starting last summer. Pypestream initially focused on using chatbots to streamline communication between existing customers and companies, but, as the Next-Facebook announcement shows, the technology has developed enough to be used in almost any sort of interaction. If artificial intelligence can power "robo-advisers" for investment companies, it can handle an introductory sales presentation or answer routine customer inquiries.
That said...it's always important to consider technology developments in the right context. While the Silicon Valley types tend to think in binary ways, and will suggest that chatbots will eliminate agents, call centers and so on, disintermediation rarely follows such a stark script. There are more bank tellers today than there were decades ago when ATMs were going to put them out of business. Realtors are thriving. Even travel agents are still around, albeit about 60% fewer of them than in their heyday. A landmark study by McKinsey found that it's actually right to think about pieces of jobs being automated rather than to assume whole classes of jobs will disappear—only the elevator operator has truly gone away because of automation.
So, it's important to think about integrating chatbots, rather than assume they'll take over the world. Customers will still, in many parts of a process, want to talk with a real, live human being, and insurers need to make sure the right one is available instantly to jump in. The good news is that chatbots will save so much money that insurers can afford to invest in the right processes and expertise.
I live for the day when ITL is so big that we need to invest in chatbots. In the meantime, if you email us with any questions, comments or concerns, you can be sure it's one of us fallible humans responding.
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.
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.