Broker Check

About Us

Meet the Team
Who You'll Be Working With

Our first priority is helping you take care of yourself and your family. We want to learn more about your personal situation, identify your dreams and goals, and understand your tolerance for risk. Long-term relationships that encourage open and honest communication have been the cornerstone of my foundation of success.

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(/figma)-->"></span><span>Michael Frontera CFP&#174;, RICP&#174;, ChFC&#174;, EA</span>

Founder and President
Michael Frontera CFP®, RICP®, ChFC®, EA

Why I Specialize in Retirement Planning

I've always been a numbers guy. As a kid, I'd sit with a calculator, try to find patterns in numbers, and practice adding up numbers in my head for fun! When I went to college, I had no idea what I wanted to do so I majored in math because at least I knew I'd enjoy it.

In 2003 my dad, who ran a financial planning firm at the time, encouraged me to become a financial planner. I learned very quickly how interesting and inspiring this line of work was. It was the perfect way to apply my nerdy love for numbers to help real people solve a very real problem. How to assemble the myriad pieces of a client’s financial puzzle to create a comfortable and secure retirement.

What a gratifying pursuit it has been. I get to help people achieve and live out a goal that they have worked on for 25, 30 or even 40 years! People want the comfort of knowing that they can finally afford to reap what they’ve sowed for all those years. It’s a truly high calling to be able to guide them through that.

I’m motivated every day to improve the financial well-being of my clients during their retirement years. With tax laws constantly in flux, product innovations, and evolving research on planning strategies, you have to stay motivated to keep on the forefront. My motivation comes from an innate desire to always be learning and the dedication I have toward my clients. I have also remained actively involved in planning profession, and have served as President of the Financial Planning Association of Northeastern NY.

My knowledge and experience has continued to focus on all aspects of retirement planning. I strive to put my clients in the best possible position to meet their retirement goals, and to keep them there. I find that a comprehensive retirement plan that addresses all areas of a client’s financial life is the most effective approach.

Retirement planning decisions deserve expert guidance. I have earned the following designations and certifications:

  • The CFP® mark identifies those individuals who have met the rigorous experience and ethical requirements of the CFP Board, have successfully completed financial planning coursework and have passed the CFP Certification Examination.

  • The RICP® educational curricula is the most complete and comprehensive program available to professional financial advisors looking to help their clients create sustainable retirement income.

  • The ChFC® program focuses on the complete financial planning process as an organized way to collect and analyze information on a client's total financial situation.

  • Enrolled agents are federally licensed tax practitioners with specialization in taxation. Enrolled agent status is the highest credential the IRS awards.
    Enrolled agents, like attorneys and certified public accountants (CPAs), have unlimited practice rights. This means they are unrestricted as to which taxpayers they can represent, what types of tax matters they can handle, and which IRS offices they can represent clients before.


While I absolutely love what I do, I of course have other interests. I’m a hiker-- a proud “46-R”, having climbed all 46 of NYS’ high peaks in the Adirondacks. I’m an avid bowler (yes there are still some of us out there) and a golfer. I also like to do things that don’t break a sweat.


My wife Ryann and I love to travel. Put us just about anywhere in New England and we'll be smiling. Especially along the coastline of Southern Maine! Most evenings are low key, spent reading, trying new restaurants, going out for ice cream or just spending time with our family.

<span data-metadata="<!--(figmeta)eyJmaWxlS2V5IjoiRXlVRGFXaWZ3ekh2dmVRYVBjUkpSbyIsInBhc3RlSUQiOjIxMjkxODMzMzEsImRhdGFUeXBlIjoic2NlbmUifQo=(/figmeta)-->"><sup>Director of Client Relations</sup><br/></span><span 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(/figma)-->"></span><span>Ryann Frontera</span>

Director of Client Relations
Ryann Frontera

After working 13 years as an account manager for a Fortune 200 Company, I made the leap to join Retirement Theory in 2020. I manage client engagement, account administration/paperwork, social media, and operations. My favorite part of the job is interacting with clients and ensuring they have a positive experience.

I earned my B.S. from West Virginia University and my M.S. from the Newhouse School of Public Communications at Syracuse University. In our spare time, you will probably catch Mike and me cycling on the bike trail outside our house, trying different restaurants, or exploring New England.

<span data-metadata="<!--(figmeta)eyJmaWxlS2V5IjoiRXlVRGFXaWZ3ekh2dmVRYVBjUkpSbyIsInBhc3RlSUQiOjIxMjkxODMzMzEsImRhdGFUeXBlIjoic2NlbmUifQo=(/figmeta)-->"><sup>Stategic Partners</sup><br/></span><span 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(/figma)-->"></span><span>TAG Network</span>

Stategic Partners
TAG Network

We are a proud member of the TAG Network, a community of thriving independent financial professionals across the country, collectively with over $12 billion of assets under advisement. Being a member of the TAG Network helps assure we stay abreast of industry trends and provides support and backup to make sure we can deliver the best possible service to our clients. Our ability to collaborate with other like-minded firms in the network enables us to advance our skills and tap into the collective experience of other financial firms. Working with us gets you more than the great people in our office. There is a whole network of people taking care of you, too.

<span data-metadata="<!--(figmeta)eyJmaWxlS2V5IjoiRXlVRGFXaWZ3ekh2dmVRYVBjUkpSbyIsInBhc3RlSUQiOjIxMjkxODMzMzEsImRhdGFUeXBlIjoic2NlbmUifQo=(/figmeta)-->"><sup>Managing Director, TAG Invest</sup><br/></span><span 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(/figma)-->"></span><span>Jasen Dahm CFA, CPA</span>

Managing Director, TAG Invest
Jasen Dahm CFA, CPA

Jasen is Managing Director of TAG Invest, our investment management strategic partner.

In this role, Jasen oversees the development and management of investment portfolios for our clients. His prior experience includes running an asset management program, accumulating and managing over $1.1 Billion. He is also author of the Amazon best selling book Nutshells: Planning Strategies for a Tax-Free, High-Income Retirement

The TAG Invest process focuses on those areas that add the most value to our relationship with you: tax management, expense reduction, risk management. TAG Invest builds on a foundation of low-cost passive strategies, adding active elements like actively managed mutual funds and individual stocks to strive for additional return without adding additional risk. Those strategies can be customized to your other investments.

TAG Invest is a part of TAG Advisors, the partner that provides many services that support our business. Our strategic partnership with TAG Advisors enables us to have sophisticated back office functions to deliver more value to clients like you.

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