LONDON, April 2, 2024 /PRNewswire/ -- IRIS Software Group (IRIS), a leading global software provider of accounting, edtech and HCM solutions, today announced the appointment of Neel Lee Chauhan as Chief Product Officer.
In his role at IRIS, Chauhan will be responsible for the strategic direction and management of IRIS' broad, global portfolio of >100 products and business-critical solutions. He will work closely with the engineering, product, and commercial teams to execute a product roadmap that is well-aligned with evolving market and customer needs.
"With continued expansion across markets and geographies, accelerated by significant UK and U.S. investments in recent months, all of us at IRIS are dedicated to delivering best in class essential solutions to support our customers' mission-critical business operations worldwide," said Elona Mortimer-Zhika, CEO of IRIS Software Group. "In this new expansion chapter, we are delighted to add Neel's exceptional and market-relevant expertise to our globally expanding executive team. He brings palpable energy to the room with a clear and deep love of technology and a passionate focus on innovation. With his appointment, we are well-positioned to drive product excellence through both our build and acquisition strategies."
Neel brings more than 25 years of experience driving strategic digital transformations at PE-backed and public software-as-a-service (SaaS) companies. He has a proven track record of success scaling large, complex business units in the technology and human capital technology sectors. Most recently, Neel served as GM and VP of Product Management for Credit Processing at Fiserv and Chief Product Officer at ADP's Small Business Solutions business unit. Earlier in his career, Neel held leadership positions at Google including Head of Online Advertiser Services for Google Ads and Head of Sales Strategy and Operations for Google Commerce. In this role, Neel helped scale Google AdWords' online services platforms to more than one million advertisers.
"Over its 46-year history, inspired by a clear vision to deliver smarter solutions to HR, accountancy, payroll, and education organizations of all sizes, IRIS has established an excellent foundation for future growth," said Neel Lee Chauhan, Chief Product Officer at IRIS Software Group. "I'm looking forward to working closely with our dynamic product, engineering and marketing teams to deliver exceptional value to our customers worldwide."
Neel has a proven track record of leadership, product management and innovation, owning three patents related to payroll, accounting and credit applications. Neel holds a Bachelor of Commerce from Toronto Metropolitan University, a Master of Science from the London School of Economics, and an MBA from the Wharton School of the University of Pennsylvania. Neel Chauhan will split his time between New Jersey, USA, and London, England, reporting directly to IRIS' CEO, Elona Mortimer-Zhika.
IRIS Americas is part of IRIS Software Group. IRIS works with thousands of CPA firms including 54 of the top 100 CPA firms in the US and its payroll solutions for over 150,000 SMEs and 1m employees across the US and Canada. IRIS has over 100,000 UK and international customers, with 80% having a tenure of five or more years. Its brands include IRIS Star Practice Management, IRIS FMP, IRIS Innervision, IRIS Practice Engine, Doc.It, PSI Payroll, AccountantsWorld, MyPay, and Conarc.
IRIS Software Group is a global provider of mission critical software and services, and one of the UK's largest privately held software companies. IRIS provides software solutions and services for finance, HR and payroll teams, educational organisations, and accountancy firms that takes the pain out of processes and lets professionals focus on the work they love. Through simplifying, automating and providing insights on everyday mission critical tasks for organisations of all shapes and sizes, IRIS ensures customers can look forward with certainty and confidence.
One in six of the UK's workforce is paid by IRIS payroll offerings, and globally, six million employees receive their payslip via IRIS software every month. IRIS handles $18 billion of payroll payments annually in US and Canada. Over 12,000 UK schools and academies use IRIS, with four million parents and guardians using IRIS apps to connect with their children's school; 300 million messages are delivered between schools and parents each year, and over 15 million transactional payments are processed every month. IRIS is certified as a Great Place to Work in UK, Ireland, India, Canada and USA and recognised as one of The Times Top 50 Employers for Gender Equality in 2023.
The Vistria Group is a next-generation private investment firm that operates at the intersection of purpose and profit. We invest in essential industries like healthcare, knowledge & learning solutions, financial services, and housing that deliver both attractive financial returns and lasting societal impact. We partner with companies that are passionate about long-term value creation and committed to the community.
TY - JOUR
AU - Chauhan, Astha
AU - Arora, Rajan
TI - Time fractional Kupershmidt equation: symmetry analysis and explicit series solution with convergence analysis
JO - Communications in Mathematics
PY - 2019
PB - University of Ostrava
VL - 27
IS - 2
SP - 171
EP - 185
AB - In this work, the fractional Lie symmetry method is applied for symmetry analysis of time fractional Kupershmidt equation. Using the Lie symmetry method, the symmetry generators for time fractional Kupershmidt equation are obtained with Riemann-Liouville fractional derivative. With the help of symmetry generators, the fractional partial differential equation is reduced into the fractional ordinary differential equation using Erdlyi-Kober fractional differential operator. The conservation laws are determined for the time fractional Kupershmidt equation with the help of new conservation theorem and fractional Noether operators. The explicit analytic solutions of fractional Kupershmidt equation are obtained using the power series method. Also, the convergence of the power series solutions is discussed by using the implicit function theorem.
LA - eng
KW - Time fractional Kupershmidt equation; Fractional Lie symmetry method; Riemann-Lioville's fractional derivative; Conservation laws; Power series solution
UR -
ER -
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