How Anthropics new computer use ability could further AI automation
![banking automation 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)
For example, automation can cut processing times by up to 300% across the invoice lifecycle. Automating the invoice processing system can significantly enhance efficiency. By using tools that allow for electronic invoices, companies can reduce the time spent on manual entry.
This has been a key focus for marketing as we seek to serve younger segments, particularly in the age range, diverse communities and different life styles and aspirations, reflecting our changing society and the communities we serve. Many brands utilize their Retail presence as experience centres, in the way that Apple does. At BlueShore, we’ve taken a similar approach by transforming the traditional banking branch into what has been coined as the Financial Spa, complete with elegant surroundings, a peaceful atmosphere and a concierge to welcome you. The advisors, experts in their fields, anticipate client needs and conduct proactive outreach with the best interest of clients in mind.
Boundless Opportunities for Creativity in Financial Services Marketing
In summary, financial automation is about using technology to improve efficiency and accuracy in financial processes, making it easier for teams to manage their work effectively. Over time, as technology advanced, companies began using software to automate these tasks. Today, many businesses are moving towards digital banking, as highlighted in a recent article discussing the shift towards better user experiences and cost efficiency in Europe. Financial automation refers to the use of technology to handle repetitive tasks in finance, such as data entry and payroll processing. The main goal is to make processes faster and more accurate, reducing the time spent on manual tasks. We define “Non-GAAP gross profit and Non-GAAP gross margin” as GAAP gross profit and GAAP gross margin, adjusted for stock-based compensation expense and amortization of acquired intangible assets included in cost of revenue.
![banking automation definition](https://www.metadialog.com/wp-content/uploads/feed_images/future-of-customer-support-top-5-trends-img-3.webp)
The retention and expansion of our relationships with existing customers are key indicators of our revenue potential. Adjusted EBITDA is not intended to represent cash flows from operations, operating income (loss) or net income (loss) as defined by U.S. The new ability, which the company is calling “computer use,” is currently in beta test. However, while automation through digitalisation worked exceedingly well for younger customers, particularly the digital natives, the poor and the older ones struggled with accessing banking via smartphones or desktops. The second wave, or Automation 2.0, promises to fix this by allowing even tech-shy customers to use digital banking with full confidence. At a more fundamental level, it uses advances in Artificial Intelligence (AI) and Machine Learning (ML) to revolutionise the way that retail banks operate and interact with their customers, and vice versa.
Why agile processes and technology are essential to revolutionise lending
As we look forward, the trajectory of banking technology points towards increasingly agile, cloud-native solutions that can adapt swiftly to changing market dynamics and customer needs. Banks that successfully navigate the legacy transformation process will
find themselves better placed to adopt emerging technologies and position themselves as leaders in innovation. Maintenance of these platforms can also be costly and labour-intensive, as expertise in dated technologies dwindles over time. Finding and retaining talent familiar with older systems can be difficult, leading to higher costs in training and personnel management. Moreover, older systems often struggle to comply with new regulatory requirements, increasing the risk of breaches and penalties.
![banking automation 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)
Participation in this panel did not imply endorsement or recommendation of any specific company, product or service mentioned. The information provided is intended for educational and informational purposes only, and should not be considered as professional advice. Any statements made during or by the panel should not be attributed without explicit written consent. The first wave of automation in the 90s saw the proliferation ChatGPT App of ATM networks that allowed customers to self-serve for the first time without needing to visit a branch teller. The introduction of the Internet and mobile banking in later years continued the momentum forward, reducing the workload on bank employees and thus operational costs. Put simply, a substantial fraction of the poor and remote citizens of India still do not have access to even basic banking services.
These applications are programs installed on a device like a personal computer, tablet, or smartphone that make it easier to use. Without the applications, DeFi would still exist, but users would need to be comfortable and familiar with using the command line or terminal in the operating system that runs their device. The blocks are “chained” together through the information in each proceeding block, giving it the name blockchain. Information in previous blocks cannot be changed without affecting the following blocks, so blockchains are generally very secure if their networks are large and fast enough. This concept, along with other security protocols, provides the secure nature of a blockchain. In a blockchain, transactions are recorded in files called blocks and verified through automated processes.
We define “Non-GAAP Loss from Operations” as our income (loss) from operations adjusted to exclude stock-based compensation, acquisition costs and amortization of acquired intangible assets. We define “Non-GAAP Net Loss” as our net income (loss) adjusted to exclude stock-based compensation, acquisition costs and amortization of acquired intangible assets. Arteris is a leading provider of system IP for the acceleration of system-on-chip (SoC) development across today’s electronic systems.
It helps make tasks easier and quicker, allowing finance teams to focus on more important work. By using technology to handle repetitive jobs, companies can save time and money while reducing mistakes. This not only improves accuracy but also helps teams make better decisions based on real-time data. As businesses continue to embrace these tools, they will find themselves more competitive and efficient in today’s fast-paced world. Investing in the right automation solutions is key to unlocking these benefits and ensuring long-term success. Through peer-to-peer financial networks, DeFi uses security protocols, connectivity, software, and hardware advancements.
EverBank selects FIS’ Digital One banking platform – Bank Automation News
EverBank selects FIS’ Digital One banking platform.
Posted: Wed, 15 Nov 2023 08:00:00 GMT [source]
And all of the other Agentic frameworks essentially do the same — they use a model to figure out what needs to be done, then an application builder actually interprets the instructions and does the actual data retrieval or other work as commanded by the LLM,” Bechard wrote. When it comes to software development — another of Claude 3.5 Sonnet’s capabilities — the new computer use ability still leaves much to be desired, Martin Bechard wrote in another LinkedIn post. AI will play a vital role in the future, but it relies on the existing data within an organisation to deliver valuable insights. As emphasised by the panel, advanced technology is as much in the hands of good actors as they are in bad. The panel emphasised that there are several innovative uses of AI around entity resolution, making connections between data, individuals and organisations through a vast number of different datasets.
When I worked on PR for Microsoft Canada long ago, it was about empowering people through great software – any time, any place, and on any device. In my current role at BlueShore Financial, it’s about passionately improving our clients’ financial well-being in an interconnected digital world. Equally important is having a solid value proposition (aka your brand promise). This has to be championed by your entire organization, who remain unapologetically true to it and consistently deliver on it. As with many industries, it’s increasingly difficult to stand out in the financial services space.
In serving the two objectives of total financial inclusion and profitable growth, the new wave promises a win-win for all stakeholders. The RBI has also consistently recognised the critical role that technology could and should play in expanding the net of financial inclusion. Banks offering digital services can serve remote citizens at much lower costs, while digital-only fintech companies can create and market newer products and services that are far more affordable to poorer sections, boosting both access and usage of formal banking and financial services. Legacy platforms in banking primarily include outdated software or systems that, while once state-of-the-art, now hinder technological advancement due to their limitations in compatibility, efficiency, scalability and security. Common examples include older
versions of banking workflow or automation solutions, old CRM or transaction processing systems that were developed before the cloud computing era.
![banking automation 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)
Implementing financial automation can significantly enhance efficiency and accuracy in financial processes, allowing teams to focus on more strategic tasks. By following these steps, organisations can ensure a smooth transition to automated systems, ultimately leading to better financial management and decision-making. We use Adjusted EBITDA and Adjusted EBITDA Margin as an additional way of assessing certain aspects of our operations that, when viewed with the U.S. GAAP financial measures, provide a more complete understanding of our on-going business. Adjusted EBITDA represents income (loss) before interest, income taxes, depreciation and amortization and contract inducement amortization adjusted for the following items. Adjusted EBITDA Margin is Adjusted EBITDA divided by revenue or adjusted revenue, as applicable.
Nigeria: Automation Will Add Forex Transparency
Your client digital experience needs to match the human interactions with your brand. Your website as a key channel needs to be optimized on an ongoing basis with content personalization, SEO, and UX including accessibility, navigation and search in mind. At BlueShore all client communications are crafted by our team of experts and delivered in a highly personalized fashion efficiently using Business Intelligence (BI), a customer relationship management (CRM) system, and marketing automation. We use Free Cash Flow as a measure of liquidity to determine amounts we can reinvest in our core businesses, such as amounts available to make acquisitions and invest in land, buildings and equipment and internal use software, after required payments on debt.
Failure to implement effective controls and robust compliance programmes can leave firms exposed to multiple risks, as well as incurring hefty regulatory fines and sanctions. Now, reaching the last unbanked sections banking automation definition of the citizenry and adding them as customers is easier said than done. For banks, the cost of serving the poorest and the remotest citizens with limited banking transactions is a big consideration.
![banking automation definition](data:image/jpeg;base64,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)
A description of the adjustments which historically have been applicable in determining Adjusted EBITDA Margin is reflected in the table below. You can foun additiona information about ai customer service and artificial intelligence and NLP. Based on past reported results, where one or more of these items have been applicable, such excluded items could be material, individually or in the aggregate, to reported results. We have provided an outlook for Adjusted Revenue only on a non-GAAP basis using foreign currency translation rates as of current period end due to the inability to, without unreasonable efforts, accurately predict foreign currency impact on revenues.
- Panellists acknowledged that there are efficiency improvements that firms have achieved from introducing AI.
- In conclusion, optimising accounts payable and receivable through automation not only saves time and money but also strengthens relationships with suppliers and customers.
- While automating FX trades will not directly resolve all of Nigeria’s currency challenges, aligning the official exchange rate with market realities is expected to more accurately reflect the naira’s value.
- This will result in a perpetual arms race, where new technologies are continually developed and then countered by equally advanced measures.
So, if you take all these elements together the business case can be very compelling to change. And what has often held banks back in the past – the aversion to risk of change, the effort of documenting and understanding decades old code and configuration
– can now be far more quickly remedied using new GenAI ChatGPT and automation capabilities. We define “Non-GAAP EPS”, as our Non-GAAP Net Income (Loss) divided by our GAAP weighted-average number of shares outstanding for the period on a diluted basis. Management uses Non-GAAP EPS to evaluate the performance of our business on a comparable basis from period to period.