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    <title>NYNG upcoming events</title>
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    <description>NYNG upcoming events</description>
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    <pubDate>Thu, 16 Apr 2026 12:21:37 GMT</pubDate>
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    <item>
      <pubDate>Thu, 07 May 2026 22:00:00 GMT</pubDate>
      <title>2026 Frank L. LeFever Spring Conference / "Cents and Sensibility:  Financial Decision Making in Older Adults" / Duke Han, PhD, ABPP-CN; Daniel Marson, PhD, JD (7 May 2026)</title>
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" alt=""&gt;&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p align="center"&gt;&lt;strong&gt;&lt;font style="font-size: 32px;" color="#C00000"&gt;2026 Annual Frank L. LeFever Spring Conference&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p align="center"&gt;&lt;font style="font-size: 32px;" color="#C00000"&gt;Live, Online&lt;/font&gt; &lt;font style="font-size: 32px;" color="#C00000" face="Symbol"&gt;¨&lt;/font&gt; &lt;font style="font-size: 32px;" color="#C00000"&gt;5/7/26&lt;/font&gt; &lt;font style="font-size: 32px;" color="#C00000" face="Symbol"&gt;¨&lt;/font&gt; &lt;font style="font-size: 32px;" color="#C00000"&gt;6-8 pm EDT&lt;/font&gt;&lt;/p&gt;

&lt;p align="center"&gt;&lt;strong&gt;&lt;font style="font-size: 43px;" color="#2F5496"&gt;Cents and Sensibility:&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p align="center"&gt;&lt;strong&gt;&lt;font style="font-size: 43px;" color="#2F5496"&gt;Financial Decision Making in Older Adults&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p align="center"&gt;&lt;br&gt;&lt;/p&gt;

&lt;p align="center"&gt;&lt;strong&gt;&lt;font style="font-size: 25px;"&gt;Duke Han, PhD, ABPP-CN&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p align="center"&gt;&lt;strong&gt;&lt;font style="font-size: 28px;" color="#2F5496"&gt;Financial Decision Making in Older Age&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p align="center"&gt;&lt;strong&gt;&lt;font style="font-size: 25px;"&gt;Daniel Marson, PhD, JD&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p align="center"&gt;&lt;strong&gt;&lt;font style="font-size: 28px;" color="#2F5496"&gt;Declining Financial Capacity in Older Adults:&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p align="center"&gt;&lt;strong&gt;&lt;font style="font-size: 28px;" color="#2F5496"&gt;Clinical, Legal and Policy Aspects&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;&lt;u&gt;&lt;font style="font-size: 21px;" color="#C00000" face="Calibri, sans-serif"&gt;REGISTRATION&lt;/font&gt;&lt;/u&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;&lt;font style="font-size: 21px;" color="#C00000" face="Calibri, sans-serif"&gt;Members: $50, which includes attendance &amp;amp; 2 CE credits*&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;&lt;font style="font-size: 21px;" color="#C00000" face="Calibri, sans-serif"&gt;Student Members: FREE&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;&lt;font style="font-size: 21px;" color="#C00000" face="Calibri, sans-serif"&gt;Non-members: $100, which includes attendance &amp;amp; 2 CE credits*&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;&lt;font style="font-size: 15px;" color="#000000"&gt;*New York Neuropsychology Group is recognized by the New York State Education Department's State Board for Psychology as an approved provider of continuing education for licensed psychologists #PSY-0107&lt;/font&gt;&lt;font style="font-size: 15px;" color="#222222"&gt;.&lt;/font&gt; &lt;font style="font-size: 15px;" color="#000000"&gt;New York Neuropsychology Group is approved by the American Psychological Association to sponsor continuing education for psychologists. NYNG maintains responsibility for this program and its content. CE credits will be awarded to paid registrants who attend the majority of the conference.&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="background-color: yellow;"&gt;&lt;font style="font-size: 3px;" color="#000000"&gt;&amp;nbsp;&lt;/font&gt;&lt;/span&gt;&lt;strong&gt;&lt;span style="background-color: yellow;"&gt;&lt;font style="font-size: 25px;" color="#000000"&gt;&lt;br&gt;&lt;/font&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p align="center"&gt;&lt;strong&gt;&lt;font style="font-size: 25px;"&gt;Duke Han, PhD, ABPP-CN&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p align="center"&gt;&lt;strong&gt;&lt;font style="font-size: 28px;" color="#2F5496"&gt;Financial Decision Making in Older Age&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;&lt;font color="#000000"&gt;Abstract:&lt;/font&gt;&lt;/strong&gt; Older adults face many critical decisions regarding financial matters which could have a profound impact upon independence and wellbeing. Poor financial decision making in older age can have far-reaching consequences for family members, caretakers, and communities. Relatedly, scam, fraud, and financial exploitation of older adults is a devastating and widespread societal problem resulting in billions of dollars lost annually. Relevant for the practicing clinical neuropsychologist, assessment of financial decision making has become an increasingly common reason for referral, and it has become clear that many standard neuropsychological tools and approaches are insufficient to adequately address this. There are multiple reasons why certain older adults may become poorer decision makers and consequently more vulnerable to scam, fraud, and financial exploitation. Age-associated pathological changes in the brain are well documented, suggesting the suboptimal functioning of specific neural systems may contribute to declining cognition and poorer decision making in older age. Medical conditions, psychological symptoms, and interpersonal relationship dynamics may also interact to impact decision making in older age. Notably, recent work has implicated poor financial decision making as a potential early marker of Alzheimer’s Disease and related dementias (AD/ADRD). Understanding impaired financial decision making in older age is therefore an important public health imperative with significant clinical and public policy implications; however, the causal factors, contextual circumstances, and assessment considerations of impaired financial decision making in older age are poorly understood. This program will: (1) provide an overview of research to date on financial decision making in older age, which spans neuropsychological, neuroimaging, behavioral economics, demography, qualitative, cognitive neuroscience, and other empirical approaches; (2) discuss limits of existing neuropsychological approaches to assess financial decision making in older age; (3) highlight the significance of cross-cultural and other contextual factors as important assessment considerations; and (4) review currently available clinical tools and model approaches to the assessment of financial decision making in older age.&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Dr. Han&lt;/strong&gt; is a Diplomate of the American Board of Professional Psychology in Clinical Neuropsychology; a Fellow of the American Psychological Association, the National Academy of Neuropsychology, and the International Neuropsychological Society; and a tenured Professor of Psychology, Family Medicine, Neurology, and Gerontology at the University of Southern California. He received his Bachelor of Science degree in Psychology with a specialization in Neuroscience from Duke University, and his PhD in Clinical Psychology from the University of Massachusetts Boston. He received training in clinical neuropsychology and experimental neuroimaging through various programs of Harvard Medical School's Brigham and Women's Hospital. He continued his clinical neuropsychology and neuroimaging activities during his clinical internship and postdoctoral fellowship years at the University of California San Diego (UCSD) and the San Diego VA Healthcare System. He maintains an active research collaboration with the Rush Alzheimer's Disease Center (RADC) in Chicago where he was formerly a tenured faculty member.&lt;/p&gt;

&lt;p&gt;Dr. Han is interested in factors that impact cognition and decision making in aging. He also has special interests in leveraging novel empirical approaches to better understand these factors. In addition to directing his own extramurally-funded research lab, he serves as the Co-Leader of the Research and Education Core for the USC Alzheimer’s Disease Research Center (ADRC), Co-Director of the Scientific Research Network in Decision Neuroscience of Aging (SRNDNA), Co-Director of the Open Measurement Network Initiative for Alzheimer’s Disease and Related Dementias (OMNI ADRD), and the Editor-In-Chief of The Journals of Gerontology Series B: Psychological Sciences. He was the recipient of the prestigious Paul B. Beeson fellowship, which is considered the premiere career development award of the National Institute on Aging (NIA), and has been actively involved in the peer-review of aging and Alzheimer’s Disease research grants, including serving as the Chair of the NIA Clinical and Translational Research of Aging review committee (NIA-T) and the Neuroscience of Aging review committee (NIA-N). Dr. Han is a founding governance member of the Global Council on Brain Health, an international independent science collaborative convened by AARP that is tasked with offering the aging public the best advice about brain health. He is also a member of the Scientific Advisory Board for the Alzheimer’s Disease Neuroimaging Initiative (ADNI), and was a member of the American Psychological Association (APA) Presidential Task Force on Neuropsychological Test Norming in Diverse Populations. Dr. Han has served as an oral examiner for the board certification process for the American Board of Clinical Neuropsychology (ABCN), and was a former Co-Chair of the Dementia Special Interest Group (SIG) of the International Neuropsychological Society (INS). He currently holds multiple service or mentorship roles in the International Neuropsychological Society (INS), the National Academy of Neuropsychology (NAN), the American Academy of Clinical Neuropsychology (AACN), the Society for Clinical Neuropsychology (Division 40) of the APA, and the Asian Neuropsychological Association (ANA). His work has been featured in multiple media outlets, including CNN, Reuters, CBS, PBS, Forbes, Fox Business News, and U.S. News and World Report.&lt;/p&gt;

&lt;p&gt;&lt;font style="font-size: 8px;"&gt;&amp;nbsp;&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;&lt;font style="font-size: 15px;"&gt;Learning Objectives:&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;ul&gt;
  &lt;li&gt;1.&lt;font style="font-size: 9px;" face="Times New Roman"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/font&gt; Demonstrate an understanding of the research to date on financial decision making in older age.&lt;/li&gt;

  &lt;li&gt;2.&lt;font style="font-size: 9px;" face="Times New Roman"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/font&gt; Understand the limits of existing neuropsychological approaches and the importance of contextual factors for assessing financial decision making in older age.&lt;/li&gt;

  &lt;li&gt;3.&lt;font style="font-size: 9px;" face="Times New Roman"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/font&gt; Develop a personalized clinical approach to the assessment of financial decision making in older age informed by decision science.&lt;/li&gt;
&lt;/ul&gt;

&lt;p style="line-height: 14px;"&gt;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 14px;"&gt;&lt;strong&gt;&lt;font style="font-size: 15px;"&gt;DEI:&lt;/font&gt;&lt;/strong&gt; Racial and cultural considerations will be a primary aim of the presentation. Some work presented will specifically focus on older African Americans.&lt;/p&gt;

&lt;p style="line-height: 14px;"&gt;&lt;font style="font-size: 8px;"&gt;&amp;nbsp;&lt;/font&gt;&lt;/p&gt;

&lt;p style="line-height: 14px;"&gt;&lt;strong&gt;&lt;font style="font-size: 15px;"&gt;Financial disclosures:&lt;/font&gt;&lt;/strong&gt;&lt;font style="font-size: 15px;"&gt;none&lt;/font&gt;&lt;/p&gt;

&lt;p style="line-height: 14px;"&gt;&lt;font style="font-size: 8px;"&gt;&amp;nbsp;&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;&lt;font style="font-size: 13px;"&gt;References:&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;ul&gt;
  &lt;li&gt;1.&lt;font style="font-size: 9px;" face="Times New Roman"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/font&gt; &lt;font style="font-size: 13px;"&gt;Fenton, L.*, Salminen, L.E., Lim, A.C., Weissberger, G.H., Nguyen, A.L., Axelrod, J., Noriega-Makarskyy, D.*, Yassine, H., Mosqueda, L., &amp;amp; Han, S.D. (2024). Lower entorhinal cortex thickness is associated with greater financial exploitation vulnerability in cognitively unimpaired older adults. Cerebral Cortex, 34(9), bhae360.&lt;/font&gt;&lt;/li&gt;

  &lt;li&gt;2.&lt;font style="font-size: 9px;" face="Times New Roman"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/font&gt; &lt;font style="font-size: 13px;"&gt;Han, S.D., Boyle, P.A., James, B.D., Yu, L., Barnes, L.L., &amp;amp; Bennett, D.A. (2016). Discrepancies between cognition and decision making in older adults. Aging Clinical and Experimental Research, 28(1), 99–108.&lt;/font&gt;&lt;/li&gt;

  &lt;li&gt;3.&lt;font style="font-size: 9px;" face="Times New Roman"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/font&gt; &lt;font style="font-size: 13px;"&gt;Han, S.D., Boyle, P.A., Yu, L., Arfanakis, K., James, B.D., Fleischman, D.A., &amp;amp; Bennett, D.A. (2016). Grey matter correlates of susceptibility to scams in community-dwelling older adults. Brain Imaging and Behavior, 10(2), 524–532.&lt;/font&gt;&lt;/li&gt;

  &lt;li&gt;4.&lt;font style="font-size: 9px;" face="Times New Roman"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/font&gt; &lt;font style="font-size: 13px;"&gt;Lichtenberg, P.A., Paulson, D.*, &amp;amp; Han, S.D. (2020). Examining health and wealth correlates of perceived financial vulnerability: A normative study. Innovation in Aging, 4(4), igaa039.&lt;/font&gt;&lt;/li&gt;

  &lt;li&gt;5.&lt;font style="font-size: 9px;" face="Times New Roman"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/font&gt; &lt;font style="font-size: 13px;"&gt;Weissberger, G.H., Samek, A., Mosqueda, L., Nguyen, A.L., Lim, A.C.*, Fenton, L.*, &amp;amp; Han, S.D. (2022). Increased financial altruism is associated with Alzheimer's Disease neurocognitive profile in older adults. Journal of Alzheimer's Disease, 88(3), 995–1005.&amp;nbsp;&lt;/font&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;strong&gt;&lt;span style="background-color: yellow;"&gt;&lt;font style="font-size: 25px;" face="Calibri, sans-serif"&gt;&lt;br&gt;&lt;/font&gt;&lt;/span&gt;&lt;/strong&gt;

&lt;p style="line-height: 14px;"&gt;&lt;br&gt;&lt;/p&gt;

&lt;p align="center"&gt;&lt;strong&gt;&lt;font style="font-size: 25px;"&gt;Daniel Marson, PhD, JD&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p align="center"&gt;&lt;strong&gt;&lt;font style="font-size: 28px;" color="#2F5496"&gt;Declining Financial Capacity in Older Adults:&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p align="center"&gt;&lt;strong&gt;&lt;font style="font-size: 28px;" color="#2F5496"&gt;Clinical, Legal and Policy Aspects&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;&lt;font color="#000000"&gt;Abstract:&lt;/font&gt;&lt;/strong&gt; Financial capacity, which comprises both financial performance and decision-making skills, represents a set of functional abilities critical to independence in everyday life.&amp;nbsp;&amp;nbsp;&amp;nbsp; Due primarily to normal cognitive aging and cognitive disorders of aging, older adults experience declining financial abilities that place them at risk for poor financial decisions and exploitation by others.&amp;nbsp; These events can have tragic and devastating personal as well as legal consequences for older persons and their families.&amp;nbsp; This lecture highlights the risks to financial capacity that occur in later life, and discusses possible early warning signs of decline that can alert older persons and their family members to take needed protective steps.&amp;nbsp;&amp;nbsp; In addition, the lecture identifies and discusses important financial legal competencies associated with declining financial capacity in the elderly.&amp;nbsp; The lecture also discusses approaches to protecting financially vulnerable elderly.&amp;nbsp; Attendees will depart with an appreciation of the importance of financial capacity in the elderly, and of related clinical, legal and policy aspects.&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Dr. Marson&lt;/strong&gt; is a retired clinical neuropsychologist, attorney, and Emeritus Professor in the Department of Neurology at the University of Alabama at Birmingham (UAB). He directed the Department’s Division of Neuropsychology (1995-2016) and the UAB Alzheimer’s Disease Center (2005-2015). Dr. Marson graduated magna cum laude and Phi Beta Kappa from Carleton College (1976), earned his JD at the University of Chicago Law School (1981) and his PhD in clinical psychology (geropsychology and neuropsychology specializations) at Northwestern University (1990). Dr. Marson has lectured nationally regarding competency and other medical-legal and ethical issues in dementia and other neurocognitive disorders. He has published over 150 scientific papers, handbooks, and book chapters on these topics. His work on financial capacity in older adults has appeared in the New York Times, USA Today, BBC, Kiplinger Report, Barron’s and NPR. Nationally Dr. Marson is a past president and fellow of the National Academy of Neuropsychology (NAN), and served on the Commission on Law and Aging of the American Bar Association. Dr. Marson plays the diatonic harmonica and is a lover of blues, jazz, and folk music.&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;&lt;font style="font-size: 8px;"&gt;&amp;nbsp;&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;&lt;font style="font-size: 15px;"&gt;Learning Objectives:&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;ul&gt;
  &lt;li&gt;1.&lt;font style="font-size: 9px;" face="Times New Roman"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/font&gt; Describe how financial capacity in the elderly comprises both financial performance skills and financial decisional abilities&lt;/li&gt;

  &lt;li&gt;2.&lt;font style="font-size: 9px;" face="Times New Roman"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/font&gt; Discuss how declining financial capacity in the elderly is primarily related to normal cognitive aging and to cognitive disorders of aging.&lt;/li&gt;

  &lt;li&gt;3.&lt;font style="font-size: 9px;" face="Times New Roman"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/font&gt; Identify four important financial legal competencies: capacity to manage one’s financial affairs, testamentary capacity, contractual capacity, and donative capacity&lt;/li&gt;

  &lt;li&gt;4.&lt;font style="font-size: 9px;" face="Times New Roman"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/font&gt; Discuss approaches to protecting financially vulnerable elderly.&lt;/li&gt;
&lt;/ul&gt;

&lt;p style="line-height: 14px;"&gt;&lt;strong&gt;&lt;font style="font-size: 15px;"&gt;DEI:&lt;/font&gt;&lt;/strong&gt; My talk will include stories about men and women experiencing declining financial capacity.&amp;nbsp; It will not address research data and findings concerning issues of diversity and inclusion.&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 14px;"&gt;&lt;font style="font-size: 8px;"&gt;&amp;nbsp;&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;&lt;font style="font-size: 15px;"&gt;Financial disclosure:&lt;/font&gt;&lt;/strong&gt; &lt;font style="font-size: 15px;"&gt;Financial Cognition Assessments LLC, Financial Capacity Instrument (FCI-9)-FCI-Short Form&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;&lt;font style="font-size: 8px;"&gt;&amp;nbsp;&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;&lt;font style="font-size: 13px;"&gt;References:&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;ul&gt;
  &lt;li&gt;1.&lt;font style="font-size: 9px;" face="Times New Roman"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/font&gt; &lt;font style="font-size: 13px;"&gt;Marson, D. (2016).&amp;nbsp; Conceptual models and guidelines for clinical assessment of financial capacity.&amp;nbsp; Archives of Clinical Neuropsychology.&amp;nbsp; 31 (6):&amp;nbsp; 541-553.&lt;/font&gt;&lt;/li&gt;

  &lt;li&gt;2.&lt;font style="font-size: 9px;" face="Times New Roman"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/font&gt; &lt;font style="font-size: 13px;"&gt;Gerstenecker A, Hoagey DA, Marson DC, Kennedy KM. (2017). White matter degradation is associated with reduced financial capacity in mild cognitive impairment and Alzheimer's disease. Journal of Alzheimer's disease.&amp;nbsp; Journal of Alzheimer’s Disease. 2017; 60(2):537-547. NIHMSID: NIHMS909955. PubMed [journal]PMID: 28826185 PMCID: PMC5642279.&amp;nbsp;&lt;/font&gt;&lt;/li&gt;

  &lt;li&gt;3.&lt;font style="font-size: 9px;" face="Times New Roman"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/font&gt; &lt;font style="font-size: 13px;"&gt;Martin, R., Gerstenecker, A., Triebel, K., Falola, M., Cutter, G., Marson, D.&amp;nbsp; (2018).&amp;nbsp;&amp;nbsp;&amp;nbsp; Declining financial capacity in patients with mild cognitive impairment: A six year longitudinal study.&amp;nbsp;&amp;nbsp; Archives of Clinical Neuropsychology. doi.org/10.1093/arclin/acy030, published online 31 March 2018; 34(2), 152-161.&amp;nbsp;&lt;/font&gt;&lt;/li&gt;

  &lt;li&gt;4.&lt;font style="font-size: 9px;" face="Times New Roman"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/font&gt; &lt;font style="font-size: 13px;"&gt;Gerstenecker, A., Martin, R., Triebel, K., &amp;amp; Marson, D. (2019). Anosognosia of financial ability in mild cognitive impairment. International Journal of Geriatric Psychiatry, 34 (8), 1200-1207.&lt;/font&gt;&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;

&lt;ul&gt;
  &lt;li&gt;5.&lt;font style="font-size: 9px;" face="Times New Roman"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/font&gt; &lt;font style="font-size: 13px;"&gt;Vassilaki, M., Aakre, J. Kremers, W., Mielke, M., Geda, Y., Machulda, M., Knopman,&lt;/font&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;font style="font-size: 13px;" face="Calibri, sans-serif"&gt;D., Vemuri, P., Lowe, V., Jack, C., Roberson, E., Gerstenecker, A., Martin, R., Kennedy, R., Marson, D., and Petersen, R. (2022).&amp;nbsp;&amp;nbsp; Association of performance on the Financial Capacity Instrument–Short Form with brain amyloid load and cortical thickness in older adults.&amp;nbsp; Neurology: Clinical Practice. First published February 8&lt;/font&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;</description>
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